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9: employees of a discount appliance store receive an additional 20% off of the lowest price on an item. if an employee purchases a dishwasher during a 15% off sale, how much will he pay if the dishwasher originally cost $450?
9: dullco manufacturing claims that its alkaline batteries last forty hours on average in a certain type of portable cd player. tests on a random sample of 18 batteries showed a mean battery life of 37.8 hours with a standard deviation of 5.4 hours.
9: determine whether a correlation coefficient of r = –0.405 is significant at the 5% level for a sample size of 22
9: convert to an exponential equation log5 1=0
9: circle formulas
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9: biting an unpopped kernel of popcorn hurts! as an experiment, a self-confessed connoisseur of cheap popcorn carefully counted 773 kernels and put them in a popper. after popping, the unpopped kernels were counted. there were 86.
9: based on the nielsen ratings, the local cbs affiliate claims its 11:00 pm newscast reaches 41% of the viewing audience in the area. in a survey of 100 viewers, 36% indicated that they watch the late evening news on this local cbs station.
9: b.	suppose that an object is 100 pounds when it is at sea level. find the value of c that makes the equation true. (sea level is 3,963 miles from the center of the earth.)
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9: a test is conducted in eight cities to see if giving away free transit system maps will increase bus ridership. in a regression analysis, the dependent variable is the increase in bus ridership in thousands of persons from the start of the test until its conclusion. the independent variables are x1 = the number in thousands of free maps distributed and x2 = a binary equal to 1, if the city has free downtown parking and 0 otherwise. the estimated regression equation is y = 1.32+.0345x1-1.45x2. if the y value for city 3 is 7.3, x1 = 140, and x2 = 0 the residual for city 3 in thousands is:
9: a rectangle that is 4 cm by 2cm
9: a field researcher is gathering data on the trunk diameters of mature pine and spruce trees in a certain area. the following are the results of his random sampling. can he conclude, at the .10 level of significance, that the average trunk diameter of a pine tree is greater than the average diameter of a spruce tree?
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9: a
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9: 5 years ago the sum of my age and my daughters age was a third of 5 times the adverage of the present ages of my daughter and myself
9: 3x-2y=6
9: 3x + 2y = 6
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9: 2a=8 a+b=2
9: 1.	in this problem, we analyze the profit found for sales of decorative tiles. a demand equation (sometimes called a demand curve) shows how much money people would pay for a product depending on how much of that product is available on the open market. often, the demand equation is found empirically (through experiment, or market research).
9
8: you have recently found a location for your bakery and have begun implementing the first phrase of your business plan. your budget consists of an $80,000 loan from your family and a $38,250 small business loan. these loans must be repaid in full within 10 years
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8: a 24-by-37-inch sheet of paper is to be used for a poster, with the shorter side at the bottom. the margins at the sides and top are to have the same width, and the bottom margin is to be twice as wide as the other margins. find the width of the margins if the printed area is to be 682.5 in2 .
8: 9(x+3)=4x-3
8: 5(2x=6)+-4(-5-2x)=3x
8: 4^2x=32^1/2
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8: 3x+8y=24
8: 2zy/y2=14/y
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8: 25 degree angle
8: 2. a mini license plate for a toy car must consist of a number followed by two letters.  each letter must be a c, a or r. each number must be a 3 or 7. repetition of letters is permitted.
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8: 1. imagine you are in the market for a new home and are interested in a new housing community under construction in a different city. b. the sales representative informs you that there are 56 houses for sale with two floor plans still available. use x to represent floor plan one and y to represent floor plan two. write an equation that illustrates the situation.   c. the sales representative later indicates that there are three times as many homes available with the second floor plan than the first. write an equation that illustrates this situation. use the same variables you used in part a.   d. use the equations from parts a. and b. of this exercise as a system of equations. use substitution to determine how many of each type of floor plan is available. describe the steps you used to solve the problem.   e. what are the intercepts of the equation from part a. of this problem? what are the intercepts from part b. of this problem? where would the lines intersect if you solved the system by graphing?
7: you have recently found a location for your bakery
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7: two integers have a mean of 170. the first number is 4 times the second number. find both numbers
7: two cars leave the same parking lot at noon, one car drives 30 mph faster than the second car, which is driving due west. at what time will they be 1200 miles apart?
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7: the profit made from the sale of tiles is found by subtracting the costs from the revenue.
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7: the probability that federal income tax returns will have 0, 1 or 2 errors is 0.53, 0.15 and 0.32 respectively. if 10 randomly selected returns are audited, what is the probability that six will have no errors, three will have one error and one will have two errors?
7: the manufacturer wants to set the limits so that few will need repair at  manufacturer expense
7: the lengths of pregnancies of humans are normally distributed with a mean of 268 days and a standard deviation of 15 days. a baby is premature if it is born three weeks early. what percentage of babies are born prematurely?
7: the information commons in the main library has 150 personal computers. the probability that any of them will require repair on a given day is 0.02. to find the probability that 25 of the computers will require repair, one would use what type of probability distribution?
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7: k.	what price would you sell the tile sets at to realize this profit? hint: use the demand equation from part a.
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7: a manufacturer claims that the mean lifetime, , of its light bulbs is  months. the standard deviation of these lifetimes is  months. eighty bulbs are selected at random, and their mean lifetime is found to be  months. can we conclude, at the  level of significance, that the mean lifetime of light bulbs made by this manufacturer differs from  months?
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7: 33 coins, all of them nickels and quarters. if he has a total of $3.25 how many quarters does he have
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7: 20.   caitlin had $402 in her bank account. she withdrew $15 each week to pay for a swimming lesson. she now has $237.a. write an equation that can be used to find the number of swimming lessons that she paid for.b. how many swimming lessons did she pay for?c
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6: when solving a rational equation, why is it necessary  to perform a check?
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6: what is the sum of the positive odd integers less than 50 is subtracted from the sum of the positive even integers less than or equal to 50. what is the resulting difference?
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6: totto, an automobile manufacturer, has designed a radically new engine and wants to recommend the grade of gasoline that will have the best fuel economy. the four grades are regular, below regular, premium, and super premium. the test car made three trial runs on the test track using each of the grades and the miles per gallon were recorded. at the 0.05 level, what is the critical value of f used to test the hypothesis that the miles per gallon for each fuel are the same
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6: there were  44,000 people at a ball game in los angeles. the day's receipts were $369,000. how many people paid $ 13.00 for reserved seats and how many paid $6.00 for general admission?
6: the value of the number is 2 less than 11 times the tens digit.
6: the top of a 15-foot ladder is 3
6: the theater contains 500 seats. for an upcoming talent show, the theater manager plans to sell $4 and $5 tickets. he must sell at least 200 $4 tickets and 100 $5 tickets for the show to be produced, and he must bring in at least $2000 to break even. how many tickets at each price should be sold to maximize income? what is the maximum income?
6: the supplementary angle of a 40 degree angle has how many degrees
6: the sum of two numbers is the same as four times the smaller number
6: the sum of two numbers is 92. one fifth of the first number added to one half of the second number is 34. find the two numbers.
6: the sum of the measures of the angles of a pentagon is 540 degrees.  the degree of measures of the angles of a pentagon are consecutive even integers.  find the measure of the largest angle.
6: the sum of 2 consecutive numbers is 105. what numbers?
6: the product of two consective  square consecutive  itergers  is 168
6: the probability of an event occurring is 3/8. find the odds against the event occurring.
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6: the perimeter of a rectangle is 64 cm
6: the number of spam messages is 5 times the number of regular messages. if there was 210 billion messages then how many of each are there?
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6: the hypotenuse of a right triangle is 16 in. longer
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6: the average hourly wage of employees of a certain company is $9.83. assume the variable is normally distributed. if the standard deviation is $4.58, find the probability that a randomly selected employee earns less than $5.43
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6: nonlinear functions
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6: neptune is 30 times farther from the sun than earth (d=30). estimate the number of years required for neptune to orbit the sun.
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6: john is traveling to a meeting that is 28 miles away. he needs to be there in 30 minutes. how fast does he need to go to make it to the meeting on time
6: jesse rents a moving van for $75 and must pay $2 per mile. the following week, alex rents the same van, is charged $80 for the rental and $1.50 per mile. if they each paid the same amount and drove the same number of miles, how far did they each travel?
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6: in 2006, the number of americans who were members of a health club was 42.7 million. this was an increase of 106% from the number of health club members in 1990. how many americans were health club members in 1990?
6: in 1968, 17.6% of high school grades for college freshmen consisted of a's (a+, a, or a-). on an average, this has increased by approximately 0.83% per year.
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6: assume that blood pressure readings are normally distributed with u=120 and o=8 a blood pressure reading of 145 or more may require medical attention. what percentage of people have a blood pressure reading greater than 145?
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6: 3.	a box contains a penny, two nickels, and a dime.
6: 2zx2y=18
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6: 2x + 3y = 6
6: 21. jeremy is building a large deck for a community center. the deck is shaped as a rectangle. the width of the deck is 29 feet. the perimeter of the deck is to be at least 134 feet.
6: 2/3m-5=n
6: 2.	the coordinate graph of the backyard shows the location of the trees, plants, patio, and utility lines. if necessary, you may copy and paste the image to another document and enlarge it.
6: 2(12-8x)=x-11x
6: 1992 faa
6: 15) totto, an automobile manufacturer, has designed a radically new engine and wants to recommend the grade of gasoline that will have the best fuel economy. the four grades are regular, below regular, premium, and super premium. the test car made three trial runs on the test track using each of the grades and the miles per gallon were recorded. at the 0.05 level, what is the critical value of f used to test the hypothesis that the miles per gallon for each fuel are the same?
6: 1.	imagine you are in the market for a new home and are interested in a new housing community under construction in a different city.
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6.   √   
6.   (–1, 5), (0.5, 40)  (1 point)
5x + 3y = 8
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5: why is it important to understand the rules for multiplying and dividing terms
5: why is it important to simplify radical expressions before adding or subtracting? how is adding radical expressions similar to adding polynomial expressions? how is it different? provide a radical expression for your classmates to simplify.
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5: weights of passengers have a normal distribution with mean 172 and standard deviation of 2 lbs
5: volume of a tennis ball
5: using exponential functions investing is an important topic for individuals in all areas suppose you wish to invest $10,000 in a money market account that earns 4% interest compounded annually. how much would the investment be worth after 10 years? show all calulations
5: using exponential functions investing is an important topic for individuals in all areas suppose you wish to invest $10,000 in a money market account that earns 4% interest compounded annually.  how much would the investment be worth after 10 years? show all calulations
5: use the graph of the function f to find f(-4), f(-3) and f(-2)
5: two quantities ,x and y, are in a relationship in which y varies directly with x. the graph of this function contains point (-16,28). which represents their relationship?
5: two planes left an airport at noon. one flew east at a certain speed and the other flew west at twice the speed. the planes were 2700 mi apart in 3 h. how fast was each plane flying. write an equation
5: two consecutive odd integers whose sum is 116
5: two buses left the station at the same time and headed towards the same direction. one traveled at 90 kph and the other at 120 kph. how many hour have they traveled be for they were 120 km?
5: two angles are complementary if their sum is 90
5: trowbridge manufacturing produces cases for personal computers and other electronic
5: tricks to solve person ages problems
5: transforming algebraic formulas
5: train a and b are traveling in the same direction on parallel tracks.
5: tracy has 4 300
5: to estimate the average annual expenses of students on books and class materials a sample of size 36 is taken. the average is $850 and the standard deviation is $54. a 99% confidence interval for the population mean is __________.
5: three cards are drawn from a deck without replacement
5: the wind chile temperature w (how cold the air feels)is a
5: the value,v, of shopkeeper's
5: the value v of a shopkeeper's inventory
5: the use of the student’s distribution requires which of the following assumptions?
5: the surface area of a sphere is 908.what is the diameter ?
5: the sum of two numbers is 25 . twelve less than four times  one of the numbers is 16 more than twice the other number . find both numbers.
5: the sum of two numbers is 20. twice one number is 4 more than four times the other. find the numbers.
5: the sum of the squares of two consecutive odd positive integers is 130. find the integers
5: the sum of the page numbers on facing pages of a book is 157; what are the page numbers?
5: the sum of the digits of a two-digit number is 8.if 16 is added to the original number, th result is 3 times the original number with its digits reversed. find the original number
5: the sum of the digits of a two digit number is 11
5: the sum of a number and its reciprocal is 85/18. what is the number?
5: the speed of the current in a stream is 2 mi/hr. it takes a canoeist 96 minutes longer to paddle 8.4 miles upstream than to paddle the same distance downstream. what is the canoeist's rate in still water?
5: the shoe store has twice as many black shoes as it does brown shoes. the total number of shoes is 66. how many brown shoes are there?
5: the sales price of a car is $12,590, which is 20% off the original price. what is the original price?
5: the reciprocal of two more than a number is three times the reciprocal of the number. find the number.
5: the proportion of people aged 18–25 who currently use illicit drugs is equal to 0.20 (or 20%).
5: the profit made from the sale of tiles
5: the product of two consecutive integers is 16 less than the square of the next larger integer. what are the three integers?
5: the product of the page numbers on two facing pages of a book is 600
5: the polynomial 0.041h-0.018a-2.69
5: the perimeter of a rectangle is 60 ft find its length and width if the length is 8 ft longer than the width
5: the perimeter of a paved area being built at a playground is going to be 46 meters. if the length and width are eacha a whole number of meters. what should the length and width of the area be to cover the greatest possible area?
5: the perimeter of a paved area being built at a playground is going to be 46 meters. if the length and width are each a whole number of meters, what should the length and width of the area be to cover the greatest possible area? draw a picture and make an organized list to solve.
5: the oldest bride is 19 years older than the oldest groom.together they are 185.how old are they
5: the odds against an event are 9:8. find the probability that the event will occur
5: the numerator of a fraction is 1 less than the denominator
5: the number of customers that visit a local small business is 37,800 and has been continuously declining at a rate of 1.7% each year. what is the approximate number of customers that visit the business in 12 years?
5: the measures of the angles of a triangle are in the extended ratio 2:2:8
5: the mass of venus is about 4.871
5: the marketing manager of a large supermarket chain would like to use shelf space to predict the sales of pet food. for a random sample of 12 similar stores, she gathered the following information regarding the shelf space, in feet, devoted to pet food and the weekly sales in hundreds of dollars.
5: the length of a rwctangle is 3 times the width the perimeter is 44cm 
5: the length of a rectangular garden is 5 feet longer than the width
5: the length of a rectangular garden is 3 yd
5: the length of a rectangle piece of land is 60 yards more than 2 times its with the perimeter is 540
5: the last week of a month a car dealership sold 12 cars. a new sales promotion came out the first week of the next month and the sold 19 cars that week. what was the percent increase in sales from the last week of the previous month compared to the first week of the next month?
5: the larger of two positive integers is five more than twice the smaller integer. the product of the integers is 52
5: the interest obtained after one year on an investment at 2.5%
5: the following data lists the average monthly snowfall for january in 15 cities around the us: 43,35,16,5,38,43,28,23,7,24,31,29,18,22,37. find the mean, variance, and standard deviation.
5: the flower garden has the shape of a right triangle
5: the first group had 25 students and two teachers and cost 97.50. the second group had 32 students and three teachers and cost $ 127. what is the cost per students and per teacher-
5: the factors are 1,2,3,4,5,6,8,9,10,12,15,18,20,24,30,40,45,60,72,90,120,180 what is the answer
5: the difference of two numbers is 18. the sum of the two numbers is 34. what are the two numbers?
5: the diameter of a well is 6ft and the water is 7ft deep.how many gallons of water are there in well
5: the costs of doing business for a company can be found by adding fixed costs, such as rent, insurance, and wages, and variable costs, which are the costs to purchase the product you are selling. the portion of the company’s fixed costs allotted to this produc
5: the cobb family decided to go roller skating for their reunion. there were a total of 44 people there and all went roller skating. if an adult admission was $5.00 and a child's admission was $3.00 and they paid a total of $168.00, how many children were at the reunion?
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5: the bar grpah shows the amount that drug companies spent on consumer drug ads
5: the average of 7 consecutive numbers is 20
5: the average commute time via train from the chicago o'hare airport to downtown is 60 minutes with a standard deviation of 15 minutes. assume that the commute times are normally distributed. what proportion of commutes would be:
5: the average amount customers at a certain grocery store spend yearly is $636.55. assume the variable is normally distributed. if the standard deviation is $89.46, find the probability that a randomly selected customer spends between $550.67 and $836.94
5: the average age of a vehicle registered in the united states is 8 years or 96 months
5: the airport parking lot charges different rates for different lengths of time. one hour in short term parking is $5.00; additional hours are $3.00. any car parked longer than 24 hours is charged $10.00 an hour for any amount of time exceeding 1 day. how much would a person be charged for parking in short term parking for 32 hours?
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5: mario earned three times as much money last year as his wife elena. the total amount that the two earned was $11,000. how much money did mario earn?
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5: maggie sharrer, a recent graduate of rolling's accounting program, evaluated the operating performance of poway company's six divisions. maggie made the following presentation to poway's board of directors and suggested the erie division be eliminated. “if the erie division is eliminated,” she said, “our total profits would increase by $24,500.”
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5: lamps which cost $120 wholesale are sold for $192, at a profit of $6 per lamp. how many lamps were in the shipment?
5: judy is 3 times as old as phyllis. in 10 years, judy will be twice as iold as phyllis. find their present ages.
5: john paid $34 for two algebra and three gemetry books. he paid $36 for three algebra and two geometry books. what is the cost of each book
5: john paid $34 dollors for two algebra and three geometry books. he paid $36 for three algebra and two geometry books what is the cost of each book
5: jim is able to sell a hand-carved statue for $670 which was a 35% profit over his cost. how much did the statue originally cost him?
5: jim invested in ford motors. he gained 10% of his
5: jim can fill a pool carrying buckets of water in 30 minutes. sue can do the same job in 45 minutes. tony can do the same job in 1 ½ hours. how quickly can all three fill the pool together?
5: jack usually mows his lawn in 4 hours
5: is this equation true or false? 28-4s28qrt2 = 24sqrt2. explain why
5: is this equation true or false? 28 - 4 √(2) = 24 √(2)
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5: in triangle abc, angle b is 3 times the size of angle a and the size of angle c is 2 degrees less than 6 times the size of angle a
5: in ryan corporation, the first shift produced 5 1/2 times as many lightbulbs as the second shift. if the total lightbulbs produced was 16,250, how many lightbulbs were produced on shift #1?
5: in a walk-a-thon to raise money for charity, elisa walked a certain distance at 5 mph and then jogged twice that distance at 8 mph.  her total time walking and jogging was 2 hours and 15 minutes.  how far did elisa get?
5: in a shop there are 20 customers, 18 of whom will make a purchase. if three customers are selected, one at a time, at random, what is the probability that all will make a purchase?
5: in a certain triangle the measure of one angle is double the measure of a second angle but is 10 degrees less than the measure of the third angle. [the sum of the measures of three interior angles of a triangle is always 180 degrees.]  what is the measure of each angle?
5: in 2005 there were 66,000 new cases of cancer in the united states.  men represented 10,000 more cases than women.  how many new cases of cancer were there for men and women?
5: in 2002 home depot's sales amounted to
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5: imagine you want to put a pink flamingo lawn ornament in your backyard. you want to avoid placing it directly over the water line in case you need to excavate the line for repairs in the future. could you place it at the point (-4,-10)?
5: if x+2y=8 and 2x-y=2 what is the value of 2x^2+3xy-2y?
5: if two planes leave the same airport at 1:00 pm, how many miles apart will they be at 3:00 pm if one travels directly north at 150 mph and the other travels directly west at 200 mph?
5: if the sides of a square lengthened by 7 cm,the area becomes 169 cm ^2.find the lenght of a side of the original square
5: if the latitude of chicago is about 42 degrees and the radius of the earth is about 4000 miles, how far is chicago from the equator? (using pi=3.1416)
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5: how many yards of material from a 24-yard length of cloth remain after 3 pieces, each 3 yards long, and 5 pieces, each 2 yards long, are removed?
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5: given the ordered pair (3, y), what value of y would make the ordered pair a solution of the equation 4x − 2y = 24?
5: given that p(a) = 0.4, p(b) = 0.90, and p(a and b) = 0.30, determine p(a|b)
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5: give exact and approximate solutions to three decimal places. x^2-7x+5=0
5: ginger over the course of an average work-week wanted to see how much she spent on lunch daily. on monday and thursday, she spent $5.43 total. on tuesday and wednesday, she spent $3.54 on each day. on friday, she spent $7.89 on lunch. what was her average daily cost?
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5: average movie prices in the united states are in general lower than in other countries. it would cost $78.60 to buy 3 tickets in japan + 2 tickets in switzerland. 3 tickets in switzerland + 2 tickets in japan would cost $74.30. how much does an average movie ticket cost in each of these countries?
5: at the grid at the right solve the following system of inequalities
5: at the begining of a walk, roberto and juanita are 5.5 miles apart.  if they leave at the same time and walk in the same direction, roberto overtakes juanita in 11 hours.  if they walk towards each other, they meet in 1 hour.  what are their speeds.
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5: assume that 2 cards are drawn in succession and without replacement from an ordinary deck of 52 cards. find the probability that 2 spades are drawn
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5: approximate the potential rise in sea level by
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5: an ordinary (fair) die is a cube with the numbers  through  on the sides (represented by painted spots). imagine that such a die is rolled twice in succession and that the face values of the two rolls are added together. this sum is recorded as the outcome of a single trial of a random experiment.
5: an open box is to be constructed from a piece of cardboard 10
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5: alecia deposited $500 in a savings account at 5% compounded semiannually. what is her balance after 5 years?
5: air temperature drops approximately 5.5ºf for each 1,000-foot rise in altitude above earth’s surface (up to 30,000 ft).
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5: a woman buys three pairs of jeans for $99.84, including tax.  if each pair of jeans cost $32, what was the sales tax rate?
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5: a train running at the speed of 60 km/hr crosses a pole in 9 seconds. what is the length of the train?
5: a total of 50 juniors and seniors
5: a thin metal rod 8 ft long is to be bent into a circular hoop. find the radius of this hoop to the nearest tenth of an inch.
5: a tea mixture was made from 30lb of tea that cost 6.00 per lb and 70lb of tea that costs 3.20 per lb. find the cost per pound of the tea mixture
5: a student opens a math book to two facing pages
5: a student must answer 8 questions that contains 12 questions.  how many ways are there if a student has to answer the first and last questions?
5: a student invests two sums of money at 3 % and 4 % interest, receiving a total of $ 110 in interest after 1 year. twice as much money is invested at 4 %than at 3 %. find the amount invested at each interest rate.
5: a square vegetable garden is to be tilled and then enclosed with a fence. if the fence costs $3.50 per foot and the cost of preparing the soil is $0.40 per ft2, determine the size of the garden that can be enclosed for $353.60.
5: a single die is rolled. what are the odds in favor of getting a number less than 3?
5: a sample of 20 pages was taken without replacement from the 1,591-page phone directory
5: a sailboat travels 20 miles downstream in 3 hours. it returns in 5 hours. find the speed of the sailboat in still water and the rate of the current
5: a rock concert, 5.16 multiplied by 10-6 watts/cm2
5: a roast was cooked at 325° f in the oven for 4 hours. the internal temperature rose from 32° f to 145° f. what was the average rise in temperature per hour?
5: a rectangle has a length of 15 cm and a width of 8 cm
5: a random sample of 10 miniature tootsie rolls was taken from a bag. each piece was weighed on a very accurate scale. the results in grams were
5: a rancher has 360 yd of fencing with which to enclose two adjacent rectangular corrals
5: a post office sells first-class stamps and postcard stamps
5: a pilot is flying over a straight highway. he determines the angles of depression to two mileposts, c = 6 mi apart, to be  .
5: a piggy bank contains only nickels and dimes
5: a parallelogram that is not a square
5: a new parking lot has spaces
5: a model is made of a car. the car is 9 feet long and the model is 6 inches long. what is the ratio of the length of the car to the length of the model?
5: a mini license plate for a toy car must consist of a vowel followed by two numbers. each number must be a 1 or 6.
5: a ladder is resting against a wall. the top of the ladder touches the wall at a height of 15 ft. find the length of the ladder if the length is 5 ft more than its distance from the wall.
5: a lab technician is tested for her consistency
5: a game is played using one die. if the die is rolled and shows a 2, the player wins $7. if the die shows any number other than 2, the player wins nothing. if there is a charge of $1 to play the game, what is the game's expected value? round to the nearest cent.
5: a farming cooperative mixes two brands of cattle feed. brand x costs $25 per bag and contains 2 units of each nutritional elements a,b and c. brand y costs $20 per bag and contains 1 unit of nutritional elements.
5: a farmer tethers hos goat
5: a farmer has a rectangular garden plot surrounded by 200 ft of fence
5: a equation of a line that is parallel to y=5x-2 through the point (-6,5)
5: a die is rolled 3 times. find the probability of obtaining at least 2 odd numbers
5: a cyclist rode 3 hours with a tail wind of 6 km/h. the return trip against the head wind took 5 hours. find the cyclist's speed in still air
5: a company’s revenue is the amount of money that comes in from sales, before business costs are subtracted. for a single product, you can find the revenue by multiplying the quantity of the product sold, x, by the demand equation, p.
5: a company claims to have invented a handheld sensor
5: a collection of dimes and quarters is worth $25
5: a coin purse contains a mixture of 15 coins
5: a coin collection contains 30 coins in nickels,dimes,and quarters. there are three more dimes than nickels. the value of the coins is $3.55. find the number of quarters in the collection
5: a car traveling at 50 km h skids
5: a car rented for $29 per day plus
5: a car dealer carries out the following calculations. what is the annual percentage rate? (round your answer to the nearest tenth.) list price 	$	5,368.00 options 	$	1,625.00 destination charges 	$	200.00 subtotal 	$	7,193.00 tax 	$	431.58 less trade-in 	$	2,932.00 amount to be financed 	$	4,692.58 8% interest for 48 months 	$	1,501.63 monthly payment 	$	129.05
5: a boy is three years younger than his sister
5: a box contains 3 red balls and 4 green balls.  if two balls are randomly selected in sequence, what is the possibility that a red ball and a green ball are picked out of the box.
5: a baseball team has home games on thursday and saturday. the
5: a banker invested a protion of $10,000
5: a 240 inch pipe is cut into two pieces one piece is 3 times the length of the other
5: a  motorboat leaves a harbor and travels at an average speed of 9 mph toward a small island. two hours later a cabin cruiser leaves the same harbor and travels at an average speed of 18 mph toward the same island.  in how many hours after the cabin cruiser leaves the harbor will it be alongside the motorboat?
5: = 4 and r = 2, what are the first four terms of
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5: 8x-2=-9+7x
5: 8 years ago, jimmy was three times as old as anne. in 4 years, jimmy will
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5: 5x-2y=4
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5: 56.   suppose you want to increase the fenced play area to four times its current area. if you can reuse the fencing already at the park, how much new fencing do you need to buy?  (2 points
5: 4x/5+3/2=2x
5: 4x+9=7x
5: 452+721+908
5: 4. suppose you have a cookie stand, and when you charge $3 per cookie box you sell 250 boxes. but when you raise your price to $5 you only sell 120 boxes.
5: 4. a card is selected from a standard deck of 52 playing cards. find the probability of selecting not a nine given the card is a diamond.     a heart given the card is black.    a six, given that the card is not red. show step by step work. give all solutions exactly in reduced fraction form.
5: 3x+y+z=4. 2x+2y+3z=3
5: 3x+2y=11
5: 3tan^3x=tanx
5: 3=7(4-2u)-6u
5: 3(2x+5) rewrite distributive property
5: 3 tan 3x tanx
5: 3 square root x-5=3
5: 2x^2+12x+18
5: 2x^2 - 8x = -8
5: 2x+y=5
5: 2x+5y=10
5: 2x+3y=24
5: 2x+3y=14 3x-4y=4
5: 24a-22=-4(1-6a)
5: 20=-4(f+6)+14
5: 2.	examine the rise in gasoline prices from 1997 to 2006. the price of regular unleaded gasoline in january 1997 was $1.26, and in january 2006, the price of regular unleaded gasoline was $2.31 (“consumer price index,” 2006). use the coordinates (1997, 1.26) and (2006, 2.31) to find the slope, or rate of change, between the two points. describe how you arrived at your answer.
5: 2.	calculate the mean and standard deviation of the probability distribution created by rolling a die. either show work or explain how your answer was calculated.
5: 144=-12(x+5)
5: 14) sound engineers studied factors that might affect the output, in decibels, of a rock concert’s speaker system. the desired level of significance was a = .05. the results of their anova tests are shown:
5: 13+3.7
5: 12=-4(-6x-3)
5: 12(3+y)=5(2y+8)
5: 10a-20=4a+80
5: 100 marbles divided equa
5: 10-cc specimen of human blood contians 1.2g of hemoglobin. how much hemoglobin would 16-cc
5: 10 students got an average score of 80, the remainer of the students got an average score of 92
5: 1/6-x/2=x-5/3
5: 1.   find the inverse of the function y = 4x – 7. is the inverse a function?  (1 point)
5: 1-2/3y=9/5-y/5+3/5
5: -3x<12 solve the inequality
5: (round your answer to the nearest tenth.) list price 	$	5,368.00 options 	$	1,625.00 destination charges 	$	200.00 subtotal 	$	7,193.00 tax 	$	431.58 less trade-in 	$	2,932.00 amount to be financed 	$	4,692.58 8% interest for 48 months 	$	1,501.63 monthly payment 	$	129.05
5: (r-5s+3)+(7r+4s)+(s+1)=
5: (a) construct a 95 percent confidence interval for the true mean. (b) why might normality be an
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5.   (0, 0.5), (1, 3)
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5.   (0, 0.5), (1, 3)
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    5x - 2y = 12
4x2 − 16x + 10 = 0
4x – 3y < –12
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4: your school sold 456 tickets for a high school play
4: your favorite aunt put money in a savings account for you. the account earns simple interest; that is, it increases by a fixed amount each year. after  years your account has  in it and after  years it has .  a. construct an equation to model the amount of money in your account.   is the money in your account  years after it was started.
4: your company needs to temporarily hire a programmer to work on a project. two proposed payment schemes for this work are as follows:
4: you want to carpet a room that is 9 ft long and 4 yd wide.
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4: you roll 2 dice. what is the probability that the sum of the dice is odd or 1 die shows a 5? a 6 x 6 table of dice outcomes will help you to answer this question.
4: you recently started the paperwork
4: you provide the manager with a quadratic equation that models the expected number of ticket sales for each day x. (  is the day tickets go on sale).   you provide the manager with a quadratic equation that models the expected number of ticket sales for each day x. (  is the day tickets go on sale).
4: you have a piece of wood that is 72
4: you have a $2 million portfolio consisting of a $100,000 investment in each of 20 different stocks. the portfolio has a beta of 1.1. you are considering selling $100,000 worth of one stock with a beta of .9 and using the proceeds to purchase another stock with a beta of 1.4. what will the portfolio's new beta be after these transactions?
4: you have 46 feet of fencing to enclose a rectangular garden
4: you bought 10 lottery tickets. one of them won a prize. that means that the probability of winning a prize is 1/10.
4: you bought 10 lottery tickets
4: you believe that there is a 20% chance that you will earn an a in your english glass
4: you bake two baking sheets of scones
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4: you are paddling a canoe at a speed of 4km/h directly across the river at 3 km/h
4: yolanda and yoko ran in a 100-yd dash
4: y=x^+4x-5 without solving determine the solution to the equation x^2+4x-5=0
4: y=x-1 graph
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4: y=mx+c how to find c
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4: x^3/4=125
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4: x^2/9+y^2/49=1
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4: x any y intercepts of 3x-5y=15
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4: write the equation of the line m=5 (5,4)   m=-1/2 (1,6)
4: write the equation in slope intercept form y+3=3(x-1)
4: write in logarithmic form y^z=5
4: write each polynomial in standard form
4: write an exponential function for a graph that includes the given points.  5.   (0, 0.5), (1, 3)
4: write an equation for the line with the given condition that contains the point (-3,2) perpendicular to the line y=-4
4: write an equation for a line that goes  through -3,4 and vertical
4: write a situation that can be represented by the algebraic expression $3.50t.
4: write a question that can be solved using a system of linear equations
4: write a quadratic function in standard form when given points
4: write a quadratic equation with the given solutions. -6 and -1
4: write a quadratic equation having the given numbers as solutions -7 and -4
4: write a polynomial function with given zeros
4: write a polynomial function f of least degree that has rational coefficients
4: working backwards three is added to a number, and then the sum is multiplied by 4. the result is 16. find the number
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4: why each letter in a polygon name can be used only once
4: why does the inequality sign change when both sides are multiplied or divided by a negative number? does this happen with equations? why or why not?
4: why does the inequality sign change when both sides are multiplied or divided by a negative number
4: why do so many of life’s events share the same characteristics as the central limit theorem?
4: which ordered pair is a solution of the equation 4x − 2y = 16?
4: which of the following statements is not true regarding operations with exponents?
4: which of the following expressin is equal to 6-4(x+3)?
4: which has a greater perimeter,a 28-inch square or a 21-inch by 31-inch rectangle? explain
4: whether the appropriate analysis would be a one-tailed test or a two-tailed test.
4: where place max.load on building
4: where is the center of a triangle thats sides are 6,7,and 8 inches?
4: when y = 3, which of the following is false?
4: when rewriting an exponential expression with a negative exponent and a positive base to an expression containing only a positive exponent, does the sign of the base change?
4: when edge of a cube is decreased by 1cm, it's volume is decreased by 91cm find the length of a side of the original cube
4: when does the sign change in inequalities
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4: when a rock is dropped from a cliff into an ocean, it travels approximately 16t 2 feet in t seconds. if the splash is heard 5 seconds later and the speed of sound is 1100 ft/sec, approximate the height of the cliff.
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4: whats is change of base in algebra 2
4: whats is 80% of $2000
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4: what will it cost to tile a kitchen floor that is 12 feet wide by 20 feet long if the tile cost $8.91 per square yard?
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4: what percent of 6y is 24
4: what percent of 55 is 22
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4: what is used to support the steps of a geometric proof?
4: what is unit rate in algebra
4: what is the x and the y intercept of 3x+5y=15
4: what is the weight in newtons of a 160 pound man
4: what is the vertex of f(x) = 2x^2 -12x+11
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4: what is the slope and y intercept of -x + 2y =4
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4: what is the probability that among 10 true hypertensives at least 50% are being treated
4: what is the probability that 10 no violation cars arrive during the next hour
4: what is the probability of a family with six children having three boys and three girls?
4: what is the point of the two linear system that 3x-5y=-10 and y+1=0 intersect on a graph
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4: what is the max enclosed area of 124m
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4: what is the greatest slope if the ladder can safely extend to reach a height of 12ft of 18
4: what is the graph of the system y = –2x + 3 and 2x + 4y = 8?
4: what is the exact area of a circle with a diameter of 15
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4: what is the domain of x+5/x^2-36
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4: what is the difference between function and a linear equation in algebra
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4: what is the complementary of 3/4x+50 and 3x-17
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4: what is the angles measure of one third of its supplement?
4: what is the 50th consecutive even number
4: what is the 35th term of the arithmetic sequence where a1 = 13 and a17 = –67
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4: what function has the property that f(x+y)=f(x)+f(y)
4: what forward force must the ground apply to the foot of a 60 kg man to result in an acceleration of 1 m/s2
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4: use excel to find the right-tail p-value.
4: use b - a <= c, where b is the budgeted amount, a is the actual expense, and c is the variance to represent the following situation
4: use absolute value notation to describe the situation. the distance between x and 10 is no more than 8.
4: two years ago a father was four times as old as his son. three years from now the father will be only three times as old as the son. how old is each now?
4: two trains heading toward each other algebra
4: two surveyors with two-way radios leave the same point at 9:00 a.m., one walking due south at 4 mi/hr and the other due west at 5 mi/hr . how long can they communicate with one another if each radio has a maximum range of 10 miles?
4: two of the top-grossing concert tours were by a jazz band
4: two jets are traveling toward
4: two hundred ounces of juice that is 60% tomato juice are added to 100 oz of a vegetable juice that is 20% tomato juice. what is the percent concentration of tomato juice in the resulting mixture?
4: two hundred ounces of juice that is 60% tomato juice are added to 100 oz of a vegetable juice that i
4: two different lines are parallel if their slopes are ________
4: two cyclists start biking from a trail's start 3 hours apart. the second cyclist travels at 10 miles per hour and starts 3 hours after the first cyclist who is traveling at 6 miles per hour. how much time will pass before the second cyclist catches up with th
4: two cyclists start biking
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4: two cars leave town at the same time going in opposite directions. one travels 44 mi/h and the other travels 55 mi/h. in how many hours will they be 69 miles apart?
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4: tracys dog eats 8 ounces of dog food everyday. how many pounds of dog food will her sog eat in 40 days?
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4: tina hiked 15
4: tim is twice as old as his son. in six years, tim's age will be three times what his son's age was six years ago. how old is tim's son now?
4: thrifty parking garage has 40 parking spaces. each space can be used by a car or a motorcycle (no trucks). one day when all 40 spaces are in use, the owner walks through the garage and looks at each vehicle. he tells his assistant, there are 152 wheels in this garage right now. how many motorcycles are in the garage?
4: three out of every 20 dogs in the u.s. are golden retrievers.
4: three letters are randomly selected
4: three consecutive negative
4: three coins are tossed. find the probability that no more than one coin lands heads up
4: three candidates are contesting in an election. candidates a and b have same chances of winning but the candidate c has twice the chance of both a & b. find
4: third degree function f(0)=-24
4: there are four cars entered into a pinewood derby race. in how many different orders can they cross the finish line?
4: there are 72 members of the choir. there are 6 more boys than girls in the
4: there are 24 questions on a test each question
4: there are 22 coins that equal to $3.85. what are the coins? answer
4: there are 120 points available in the first half of the course
4: the weight w of an object varies inversely as the square of the distance d from the center of the earth.
4: the weight of liquid varies directly as its volume v
4: the web-based company oh baby! gifts has a goal of processing 95 percent of its orders on the same day they are received. if 485 out of the next 500 orders are processed on the same day, would this prove that they are exceeding their goal, using α = .025? (see story.news.yahoo.com accessed june 25, 2004.)
4: the two digit number is 6 times its units digit. the sum of the digits is 6
4: the town of foxton lies 10 mi north of an abandoned east-west road
4: the time required for a citizen to complete the 2000 u.s. census long form is normally distributed with a mean of 40 minutes and a standard deviation of 10 minutes. what proportion of the citizens will require less than one hour?
4: the tens digit o a two-digit number is 5 more than the units digit.the number is 8 times the sum of the digits. find the number
4: the table shows the number of households burglarized in a sample of households with dogs and in a sample of households without dogs. assume that you plan to use a significance level of α = 0.01 to test the claim that find the critical value(s) for this hypothesis test. do the data support the claim that a smaller proportion of households with pet dogs are burglarized?
4: the sum of two numbers is 50. the first number is 43 less than twice the secondnumber. write and solve a system of equations to find the two numbers
4: the sum of two numbers is 10 and the sum of their reciprocals is 5/12
4: the sum of two integers is 10. eight times the smaller integer is six more than five timrs the larger numver. fins the integers
4: the sum of three times a number and 7 more than the number is the same as the difference between-11 and twice the number
4: the sum of three numbers is 301. the second number is 3 less than twelve times the first number. the third number is four times more than the first number. find the three numbers
4: the sum of three numbers is 123
4: the sum of three consecutive integers is 72. find the integers.
4: the sum of four consecutive odd integers is -72 find the integers
4: the sum of dorothy and dorileen is 41. in five years, dorothy will be twice as old dorileen. find their ages.
4: the sum of contiguous numbers that equal 270
4: the sum of a two digit number is 10 of the digits are reversed the new number is 36 greater than the original number find the original number
4: the sum of 3 consecutive integers is 53 more than the least of the integars
4: the student council is sponsoring a carnival to raise money
4: the stopping distance d of a car
4: the square of the sum of a number and 3 is 16. find the number. (there are two solutions.)
4: the spoke of a wheel reaches from the center of the wheel to its rim. if the circumference of the rim of the wheel is 48 inches, how long is each spoke? use 3.14 for π, and round your answer to the nearest hundredth.
4: the speed of train a is 8 mph slower
4: the speed of the current in a stream is 4 mi/hr. it takes a canoeist 192 minutes longer to paddle 19.2 miles upstream than to paddle the same distance downstream. what is the canoeist's rate in still water?
4: the speed of the current in a stream is 3 mi/hr. it takes a canoeist 180 minutes longer to paddle 36 miles upstream than to paddle the same distance d
4: the slope of a line is 2 and the point (5, 8) is on the line. express the line in slope-intercept form.
4: the slope of a line is 16 and the point (2, 3) is on the line. express the line in slope-intercept form.
4: the second of two numbers
4: the second angle in a triangle is twice as large as the first. the third triangle is three-fourths as large as the first. find the angle measures
4: the school that stefan goes to
4: the sales representative here tells you they also have two floor plans available, but they only have 28 homes available.
4: the rate of color toner increases $33 to $35 and rate of black&white toner increases $28 to $29 if company spend $1540 in which 3/5 is color toner how much is total expenditure.
4: the radius of the magnetic disk in a 3.5
4: the radioactive element of carbon-14 has a half life of about 5,750 years. the percentage of carbon-14 present in the remains of animal bones can be used
4: the product of two positive consecutive numbers is 42. what is the smaller number?
4: the product of two consecutive negative integers is 168
4: the product of two consecutive integers is 56
4: the product of the page numbers on two facing pages
4: the probability that an american ceo can transact business in a foreign language is .20. ten american ceos are chosen at random. (a) what is the probability that none can transact business in a foreign language? (b) that at least two can? (c) that all 10 can? (d) sketch the probability distribution and discuss its appearance. (see lamalie associates, the lamalie report on top executives of the 1990’s, p. 11.)
4: the probability that a missle will hit the target is 75%
4: the probability of an event occurring is 3/8. find the odds against the event occurring
4: the president’s council on fitness asked adults who exercise if they walk, run or stretch. here is the venn diagram of the resultsof those adults surveyed, how many walked and stretched?
4: the postanesthesia care area at st. lukes hospital in maumee ohio was recently enlarged
4: the points (1,5), (4,5), and (1,0) represent three corners of a rectangle; find the coordinates of the fourth point
4: the perimeter of the rectangle is 20 inch. the perimeter of the inscribed triangle is 20 inch. find the dimension of rectangle
4: the perimeter of a standard sized rectangular rug
4: the perimeter of a rectangular parking lot is 146 meters. find the demension of the ;ot if the lenght is 7 meters less than 4 times the width.
4: the perimeter of a rectangular billboard is 60 feet and has a length 6 feet longer than its width.
4: the party room at penny's pizza rents for an initial fee of $30 and then $5 per hour. aislyn's bill for her birthday party was $50. for how many hours did she rent the room?
4: the modern grocery has cashews that sell
4: the marketing manager of a large supermarket chain would like to use shelf space to predict the sales of pet food. for a random sample of 12 similar stores, she gathered the following information regarding the shelf space, in feet, devoted to pet food and the weekly sales in hundreds of dollars. use these data to answer questions 8 through 10.
4: the lengths of the legs of an isosceles triangle are integers.  the base is half as long as each leg.  what are the possible lengths of the legs if the perimeter is between 6 units and 16 units?
4: the lengths of sides of a triangle are 74 feet, 38 feet, and 88 feet. what is the length of the altitude drawn to the longest side?
4: the length of a rectangle is fixed at 20 cm the widths will make the peremiter greater than 92 cm. the width must be greater than?
4: the length of a rectangle is 8 feet longer than its width, which has the same dimension as the side of a square. if the area of the rectangle is equal to 160 square feet more than the area of the square, what are the length and width of the rectangle?
4: the length of a rectangle is 4 cm longer than the width. if the perimeter of the rectangle is 20 centimeters, what is the area of the rectangle?
4: the length of a rectangle is 3cm greaterthan its width the perimiter is 24
4: the length of a rectangle is 2 cm more than twice its width
4: the length of a recangle is 3 meters more than its width. if the area is 88 square meters, what are the length and width
4: the length of a diagonal of a square is 20 inches what is the perimeter
4: the half-life of uranium 234 is 2.52 times 100000 year. if 98.6%of the uranium in the original sample is present, what length of time (to the nearest thousand years) has elapsed
4: the half-life of 234u, uranium-234, is 2.52 multiplied by 105 yr. if 98.3% of the uranium in the original sample is present, what length of time (to the nearest thousand years) has elapsed?
4: the half-life of 234u, uranium-234, is 2.52 multiplied by 105 yr. if 97.5% of the uranium in the original sample is present, what length of time (to the nearest thousand years) has elapsed?
4: the half-life of 234u, uranium-234, is 2.52  105 yr. if 98.7% of the uranium in the original sample is present, what length of time (to the nearest thousand years) has elapsed?
4: the graph of the polynomial function p(x) is shown
4: the graph of a quadratic equation is called a
4: the geometric mean of 7 and 63
4: the function, p(d)=1+d/33
4: the formula r 2sqrt5l
4: the formula can be used to estimate the number of seconds t it takes a pendulum of lenth l meters to make one complete swing.  graph the equation on a graphing calculator. then use the graph to estimate the values of t for pendulums of lengths 1.5 meters and 2.5 meter
4: the following frequency distribution reports the electricity cost for a sample of 50 twobedroomapartments in albuquerque, new mexico during the month of may last year
4: the following angles are complementary angles. determine the measures of and 5x-6
4: the first number plus
4: the final grade for a particular course is calculated by dividing total points earned by total points available.  there are 120 points available in the first half of the course, and 140 points in the second half of the course.  if a student earns 81% in the first half of the course, how many points must the student earn in the second half in order to earn an 80% b final grade?
4: the equation of the line tangent to the curve y=kx+8/k+x
4: the equation a = 640s gives the relationship between s square miles and a acres. pam owns 7.5 square miles of farmland. how many acres does she own?
4: the elevation, in feet above sea level, of a 10-mile long stretch of road can be modeled by e(m) = m3  3m2 + m + 7, where m is the mile number. at what mile is the road 27 feet above sea level?
4: the difference between two numbers is 16. five times the smaller is the same as 8 less than twice the larger. find the numbers
4: the difference between the squares of two consecutive odd integers is 46. what are the integers?
4: the diameter of a round dinner plate is 10 inches. what is the area of the plate?
4: the diagonal of a rectangular field is 60 meters more than shorter side .if longer side is 30 meters more than shorter side find
4: the depot is using a standard of 635 hours for a particular modification effort. you are to review the standard and determine whether it should be revised. after sampling 20 of these modifications you calculate a mean of 665 hours and a standard deviation of 45 hours. we are concerned that the hours might be higher or lower than the 635 hour standard. test the standard at the .10 level of significance.
4: the current i in an electrical conductor varies inversely as the resistance r of the conductor. the current is 9 amperes when the resistance is 980 ohms. what is the current when the resistance is 530 ohms?
4: the cumulative number of car accidents from 2000 to 2010
4: the cost, in millions of dollars, to remove x %  (so do not convert the percentages to decimals) of pollution in a lake modeled by
4: the cost of maintenance on an automobile increases
4: the cooling system of a car has a capacity of 15 liters
4: the components of v 180i 450j
4: the combined area of new york and california is 204,192 square miles. the area of california is 108,530 square miles more than that of new york. find the land area of each state.
4: the clark family went sailing. their boat averaged 6 kilometers per hour. the rourke family took their boat on the lake for the same amount of time. their boat averaged 14 kilometers per hour.the rourke family traveled 20 kilometers farther than the clark family. how many hours did each family spend on their boat trip?
4: the circunference of a women's basketball must be 28.5 in. and 29 in. ,inexclusive.
4: the circle passes through points (0,0), (0,5) and (3,3)
4: the average cost of tuition, room and board at small private liberal arts colleges is reported to be $8,500 per term, but a financial administrator believes that the average cost is higher. a study conducted using 350 small liberal arts colleges showed that the average cost per term is $8,745 with a standard deviation of $1,200. let = 0.05.
4: the angle of elevation to an airplane from two points a and b on level ground are 51 and 68, respectively
4: the american automobile association reports that of the fatal
4: the airport parking lot charges different rates for different lengths of time. one hour in short term parking is $5.00 additional hours are $3.00; any car parked longer than 24 hours is charged $10.00 an hour for any amount of time exceeding 1 day. how much would a person be charged for parking in short term parking for 32 hours?
4: terminal side of theta
4: tens digit is 3 times mote than my thousands digit
4: tell whether the graph opens up or down
4: tell whether each pair of lines are parallel, perpendicular, or neither
4: television sets what does it mean to refer to a 20
4: tanvsinv/tanv+sinv=tanv-sinv/tanvsinv
4: tan3x(tanx-1)=0
4: take any number (except for 1). square that number and then subtract one. divide by one less than your original number. now subtract your original number. did you reached 1 for an answer? you should have. how does this number game work? hint: redo the number game using a variable instead of an actual number and rewrite the problem as one rational expression. how did the number game use the skill of simplifying rational expressions? create your own number game using the rules of algebra and post it for your classmates to solve. think about values that may not work. state whether your number game uses the skill of simplifying rational expressions.
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4: suppose you are an event coordinator for a large performance theater. one of the hottest new broadway musicals has started to tour and your city is the first stop on the tour. you need to supply information about projected ticket sales to the box office manager. the box office manager uses this information to anticipate staffing needs until the tickets sell out. you provide the manager with a quadratic equation that models the expected number of ticket sales for each day x. ( is the day tickets go on sale).
4: suppose you are an event coordinator for a large performance theater. one of the hottest new broadway musicals has started to tour and your city is the first stop on the tour. you need to supply information about projected ticket sales to the box off
4: suppose that an object is 100 pounds when it is at sea level.  find the value of c that makes the equation true. (sea level is 3,963 miles from the center of the earth
4: suppose an object is 100 pounds when it is at sea level. find the value of c that makes the equation true.
4: suppose a market research company finds that at a price of p $20
4: suppose  is a normally distributed random variable with  and . find each of the following probabilities.
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4: sum of the measures of the exterior angles of a 15 gon
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4: students in an english class took a final exam. they took equivalent forms of the exam at monthly intervals thereafter. the average score s(t), in percent, after t months was found to be given by
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4: state the value of the discriminant -20x^(2)+2x-8=0
4: state how many coins you have and present your data in a table or chart.     consider just your first count of the tossed coins. what is the observed probability of tossing a head? of tossing a tail? show the formula you used and reduce the answer to lowest terms.     did any of your ten repetitions come out to have exactly the same number of heads and tails?  how many times did this happen?     how come the answers to the step above are not exactly ½ and ½?     what kind of probability are you using in this “bag of coins” experiment?     compute the average number of heads from the ten trials (add up the number of heads and divide it by 10).     change this to the average probability of tossing heads by putting the average number of heads in a fraction over the number of coins you used in your tosses.     did anything surprising or unexpected happen in your results for this experiment?
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4: soybean meal is 14% protein cornmeal is 7%  how many pound of wach should be mixed together in order to get 280 lb mixture that is 13 % protein
4: some women and some horses are in a stable
4: some doctors use the formula nd = 1.08t to relate the variables n, (the number of patient appointments the doctor schedules n one day), d (the duration fo each patient appointment), and t (the total number of minutes the doctor can use to see patients in one day)
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4: solving a linear equation refers to the process of determining the solution set. given the equation 3x + 4 = 7, will there ever be more than one solution for x?  what is the solution to this equation?  show all work.
4: solve y=x^2+5x+4
4: solve y=-8+13=0
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4: solve using the elimination method. show your work. if the system has no solution or an infinite number of solutions, state this. -x – 8y = 43
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4: solve the following equation for a : 2a/3 = 8 + 4a
4: solve the equation. (enter solutions from smallest to largest. if there is no solution, enter none in the answer boxes.)
4: solve the equation if the variables represent whole numbers:   5x + 2y = 30
4: solve the equation 1296 x = 6
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4: solve by using the elimination process 5r-3s=-2    3r+5s=60
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4: snookers lumber can convert logs into either lumber or plywood. in a given day, the mill turns out three times as many units of plywood as lumber. it makes a profit of $30 on a unit of lumber and $50 on a unit of plywood.
4: slove: x+3y+2z =-1 -3x-2y+z=3 2x-y+3z=-8
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4: six years ago, josie was 5 times as old as her niece, dianne. how old is dianne now if her age is one-third that of her aunt's
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4: simplify each expression. rationalize all denominators. assume that all variables are positive.
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4: short answer. state the degree of the given polynomial:7x^7-8x^6-5x^5 - 9
4: short answer. state the degree of the given polynomial:  7x^7 – 8x^6 – 5x^5 – 9
4: shiw work for the equation 15-5
4: she will earn $6,000 a year more for the next 40 years
4: seven more than two fifths of x is
4: select the ordered pairs that satisfy the equation . check all that apply.
4: select the number that matches the written value: three hundred twenty-one thousandths
4: select some numbers for x, substitute them in a formula and see if prime numbers occur. here is an example of showing your work
4: secxcscx=2cscx
4: sean earns $4.50 per hour more than his trainee, tyrone. during one 8 hour day, they earn a total of $284. how much does sean make per hour?
4: sabrina and lou are reading the same book. sabrina reads 12 pages a day.
4: runner a is initially 6.0 km west
4: roots of characteristic equation stability
4: roberto built a model racecar that is 3 inches long and has a scale of 0.5 inches=2 feet.he determined that the actual racecar must be 3•2 or 6 feet long.is this correct?explain.
4: rick’s automotive charges $50 plus $15 for each (15-min) unit of time when making a road call. twin city repair charges $70 plus $10 for each unit of time. under what circumstances would it be more economical for a motorist to call rick’s?
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4: recent crime reports indicate that 4.6 motor vehicle thefts occur each minute in the united states. assume that the distribution of thefts per minute can be approximated by the poisson probability distribution.(a)calculate the probability exactly four thefts occur in a minute
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4: program speed, or runtime, is an important concept in computer programming, and it is measured in terms of the number of mathematical operations made during one run of the program. for example, the expression x3 – 2x + 3 has five operations. if we write it as x*x*x – 2*x + 3, we see that there are three multiplications, one addition, and one subtraction.
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4: peggy had four times as many quarters as nickels. she had $2.10 in all. how many nickels and how many quarters did she have?
4: paula mixed two cups of sunflower seeds and three cups of raisins to make a snack for a hike. she figured that the mixture would provide  her with 2900 calories of food energy. find the number of calories per cup of raisins if  it is 400 less than the number  of calories per cup of sunflower seeds
4: paula mixed two cups of sunflowe seeds and three cups of raisins to make a snack for a hike. she figured that the mixture would provide her with 2900 calories of food energy.  find the number of calories per cup of raisins. if it is four hundred less than the
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4: part 1: explain, in complete sentences, what it means to write a polynomial in standard form.
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4: pam bought several cartons of giggle fruit drinks to sell during the track meet. she paid 50 cents per carton. she sold all but 15 of the cartons for $1 each. at the end of the day, her profit was $22.50. how many cartons of giggle did she buy?
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4: over the last three years, salesperson a has earned twice as much as salesperson b, who in turn has averaged 50% more than salesperson c. the three combined to make $220,000 over the three years. how much did salesperson b earn on average in any year?
4: ou have $50 to spend on pretzels and juice.
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4: one-fifth of a hive of bees flew to the kadamba flower; one-third flew to the silandhara; three times the difference of these two numbers flew to an arbor, and one bee continued flying about, attracted on each side by the fragrant keteki and the malati. find the number of bees.
4: one week, the ratio of pounds of apples to pounds of oranges sold at a market was 3:8. twelve pounds of oranges were sold. hiw many pounds of apples were sold?
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4: one of two complementary angles is 4 degrees more than the other. find the angles. (recall that complementary angles are angles whose sum is 90 degrees.)
4: one number is 5 times another number. if the sum of the two numbers is 270, find the numbers.
4: one number is 5 time another number. if the sum of the two numbers is 270, find the numbers.
4: one irrigation system needs about 3 times as long to complete a job as another irrigation system. when both systems operate at the same time, the job can be completed in 9 hours. how much time is required for the faster system to complete the job by itself?
4: one important application of logarithms is found in various computer search routines. for example, a binary search algorithm on a table (or array) of data takes a maximum of log2n (“log base 2, of n”) steps to complete, where n is the number of data elements that can be searched. how many steps (at most) are needed for a search of a table with 16 elements? 512 elements? explain.
4: one car left valdosta averaging 55 mph and another car left atlanta averaging 70 mph. they traveled toward each other on interstate 75. atlanta is north of valdosta by 300 miles. when did they meet if they both left at noon? how far south of atlanta did they meet?
4: one and one-fourth of a medication are required for a 120-pound adult. at thr same rate, how many additional ounces of medication are required for a 180-pound adult
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4: neptune is 30 times farther from the sun than earth (d= 30). estimate the number of years required for neptune to orbit the sun.
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4: multipily in both trigonometric form and in standard form (sqrt3 + i)(1+i)
4: mrs. smith's reading class can read a mean of 175 words per minute with a standard deviation of 20 words per minute. the top 3% of the class is to receive a special award. what is the minimum number of words per minute a student would have to read in order to get the award? place your answer, rounded to the nearest whole number, in the blank.   when entering your answer do not use any labels or symbols. simply provide the numerical value. for example, 123 would be a legitimate entry
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4: mithc is buying candy bars for his friends. he wants to give 2 bars to each friend, and he wants to have 10 spare bars. he can afford to buy 36 candy bars. what is the algebraic sentence that can help?
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4: mike is three times as old as his little sister, mary. in 4 years, he will be twice as old as mary. how old is mike?
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4: meghan has 100 dollars more than andrew has. after meghan spends 20 dollars on groceries, she will have five times as much money as andrew. how much money does andrew have?
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4: let �(x) = 3x2 � 2x and g(x) = x � 6. find each value. 7.   (� � g)(2)
4: let f(x) = x2 + 5 and g(x) = x – 7. perform each function operation. then find the domain of each.
4: lesson plan on complementary and supplementary angles
4: lennys made a long rectangular pen to keep his dog in.what are the measures of all the angles in the pen
4: keiko bicycles 6km/h faster than praedup. in the same time it takes praedup to bicycle 57km. how fast does each bicyclist travel?
4: kay spends 250 min/wk exercising. her ratio of time spent
4: jordan has a total of one hundred thirty nickels. dimes and quarters
4: jonathan drove his car from a to b at 81 km/hr.his car broke down and he returned by bus at 54km/hr.his total travel time was 5 hours.how long was his trip by the car?
4: john is twice as old as his friend peter. peter is 5 years older than alice. in 5 years, john will be three times as old as alice. how old is peter now?
4: jim rides his bike for 20 minutes and travels 3 miles. find his speed.
4: jim is able to sell a hand-carved statue for $670 which was a 35 % profit over his cost. how much did the statue originally cost him?
4: jenny was given some money to buy either the reference books or the assessment books.
4: jeff can weed the garden in 4h
4: jane's grades on her 10 tests in science class are 65, 72, 80, 80, 85, 87, 88, 90, 92, 95.  what is the average (arithmetic mean) of the median and mode of this set of data?
4: jack usually mows his lawn in 7 hours
4: jack usually mows his lawn in 6 hours
4: jack usually mows his lawn in 5hours. marilyn can mow the same yard in 7 hours.
4: jack earned twice as much as mary and jill earned $8 more than mary. who made the most money?
4: jack accepted a job to paint a new house. he calculated that he can complete the job in 30 hours. he hired a trainee to assist him. he has seen the trainee work and estimates that it the trainee working alone would take 45 hours to complete the job. how much time should the two of them working together need to paint the house? (round your answer to the nearest tenth.)
4: it takes you 30 seconds to walk
4: it takes a computer 8 days
4: it is estimated that 10 percent of those taking the quantitative methods portion of the cpa examination fail
4: is the product of two binomials always a trinomial
4: is a square a parallelogram
4: is (8, -1) a solution of the system, 2x + 3y = 13 and x - y = 9?
4: iq test scores are normally distributed with a mean of 100 and a standard deviation of 15. find the x-score that corresponds to a z-score of -1.645.
4: investing is an important topic for individuals in all areas. suppose you wish to invest $10,000 in a money market account that earns 4% interest compounded annually. how much would the investment be worth after 10 years? show all calculations.
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4: in your own words, explain the first condition that must be met for a simplified radical. explain why 5/sq rt 2 is not simplified and demonstrate the steps we must take to simplify it.
4: in your own words explain the difference between the following two expressions:
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4: in traveling across flat land you notice
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4: in the happy hilltop health home, 10% of the residents play shuffleboard, 20% of the residents play poker, and 50% of the residents garden. if 30% of the residents play poker and garden and 60% of the residents play both shuffleboard and poker, then find the probability that a resident plays poker, given that they garden. answer 	a. 	 60% 	b. 	 70% 	c. 	 50% 	d. 	 80%
4: in the game of craps using two dice, a person wins on the first roll if a 7 or an 11 is rolled. find the probability of winning on the first roll.
4: in printing an article of 48,000 words, a printer decides
4: in parallelogram abcd find x and y
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4: in a group of 15,7 have studied latin, 8 have studied greek, and 3 have not studied either. how many of these studied both latin and greek
4: in a fraction twice the numerator is 2 more than the deominator
4: in a chemisty class, 5 liters of a 4% silver iodide solution must be mixed with a 10% solution to get a 6% solution. how many liters of 10% solution are needed?
4: in a chemistry class, 4 liters of a 4% silver iodide solution
4: in 2006, the number of americans who were members of a health club was 42.7 million. this was an increase of 106% from the number of health club members in 1990. how may americans were health club members in 1990?
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4: if you swing a ball held at the end of a string 2millmeters long, how far will the ball travel on each turn?
4: if you are looking at a graph of a quadratic equation how do you determine where the solutions are
4: if you are dealt two cards successively( without replacement) from a standard 52- card deck, find the probability  of getting a heart on the first card and a diamond on the second
4: if y varies inversely with x, and y=15 when x = 5, what is the value of the constant of variation?
4: if x = {1, 2, 3, 4, 5, 6} and p(1) = 0.3, p(2) = 0.2, p(3) = 0.1, p(4) = 0.1, p(5) = 0.1, and p(6) = 0.3, can distribution of the random variable x be considered a probability distribution?
4: if w is jointly proportional to u and v
4: if two planes leave the same airport
4: if two angles of a parallelogram each measure 75 degrees what are the measures of the other two angles ?
4: if the train travels 90 km per hour how longis
4: if the sides of a square are lengthened by 8cm the area becomes 196cm^2. what is the original lengh.
4: if the sides of a square are lengthened by 5 cm the area becomes 121 cm 2
4: if the sides of a square are decreased by 2 cm, the area is decreased by
4: if the side of a square are lengthened by 8cm, the area becomes 225cm^2
4: if the second number is subtracted from twice the first number the result is -4
4: if the radius of a sphere is increasing at the rate of 2 inches per second, how fast, in cubic inches per second, is the volume increasing when the radius is 10 inches
4: if the probability of completing 4 years of college is 19%, what are the odds of completing 4 years of college. state in odss form
4: if the probability at least one of the vehicles will start is 0.9968, what is probability that they both will start?
4: if the price for n mugs is 48, how can we express the cost per mug?
4: if the price for n mugs is $48, how can we express the cost per mug?
4: if the paired differences are normal
4: if the odds of having complications during surgery in june is 1 to 4, what is the probability of having complications during surgery in june (state your answer as a reduced fraction)?
4: if the food is good, then i eat too much compound statement
4: if the endpoints of a circle's diameter are (6, 2) and (0, –6), what is the area of the circle?
4: if the circumference of a rim of a wheel is 27 inch how long is each spoke round your answer to the nearest hundredth
4: if the area of a square is 64 what is the perimeter
4: if the arc on a particular circle has a length of 12 units, and the circumference of the circle is 36, which is the degree measure of the arc?
4: if secx = -5/4 and x is between 90 and 180 degrees, what is tanx
4: if sam can do a job in 4 days that lisa can do in 6 days and tom can do in 2 days, how long would the job take if sam, lisa, and tom worked together to complete it
4: if one-fourth of the complement of an angle plus one-fifth of the supplement of the angle equals 36 degrees, find the measure of the angle.
4: if one side of a square is increased by 8 cm and an adjacent side is decreased by 2 cm, a rectangle is formed whose perimeter is 40 cm.  find the length of a side of the square.
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4: if i'm 10yrs old and you are half my age (5).  when i'm 100 years old how old will you be
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4: if i jump 2 feet in the air, how many seconds
4: if i had 50 questions missed 15 what percentage did i get right
4: if i do not change my car’s oil, then my car will have engine trouble.
4: if i buy three and get two free, what percent savings is it?
4: if i am 10 years old,and your half my age.if i am 100 years old how old would u be?
4: if h(x)=3x+2 and g(x)=f(x)-2, then what does g(3)=
4: if a student randomly guesses at 20 multiple-choice questions, find the probability that the student gets exactly four correct. each question has four possible choices.
4: if a right circular cone intersects a plane that that goes through both nappes of the cone, but not through the vertex, the resulting curve will be a(n) _____.
4: if a right circular cone intersects a plane
4: if a represents the number of apples
4: if a pro basketball player has a vertical
4: if a person rolls doubles when he tosses two dice, he wins $5
4: if a person paints a house in 4 hours and another paints in 6 how many hours will it take for both to paint the house
4: if a line has an undefined slope, what can you say about the horizontal coordinates of each
4: if a company’s profits p are related to the number of items produced x by a linear equation, what is the slope of the graph of the equation if the profits drop by $30,000 for 150 items produced?
4: if a car travwels 40 miles in 1/2 hour, what is its speed?
4: if a bullet travels at 817.0 m/s, what is its speed in miles per hour?
4: if a baseball is projected upward
4: if 800 ml of a juice drink is 15% grape juice how much grape juice should be added to make a drink that is 20% grape juice
4: if 8 is subtracted from twice a number the results is 4 more than the number
4: if 8 is added to twice a number and this sum is multiplied by 2, the result is the same as if the number is multiplied by -2 and added to the product. what is the number?
4: if 5x + x² > 100, then x is not
4: if 3 books are picked at random from a shelf containing
4: if 2% of the auto tires manufactured by a company are defective and 2 tires are randomly selected from an entire week’s production, find the probability that neither is defective
4: if 18 is decreased by the sum of a number and 6, the result is 4 less than 3 times the number.  find the number.
4: if 1.5 chickens lay 1.5 eggs in 1.5 days
4: if 0.05x = 1, then x equals:
4: if (a, -5) is a solution to the equation 3a = -2b -7, what is a?
4: if $4000 is deposited into an account paying 3% interest compounded annually and at the same time $2000 is deposited into an account paying 5% interest compounded annually, aftet how long will the two accounts have the same balance
4: if
4: identify where expression is undefined
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4: identify the important characteristic of an exponential function
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4: how many solutions exist for x+y=3 and x-y=3
4: how many sides does a polygon have with 108 degrees
4: how many revolutions will a car wheel of diameter 32 in. make as the car travels a distance of one mile? (round your answer to the nearest whole number.)
4: how many pounds of candy worth 70 pounds must be mixed with 30 poinds of candy
4: how many ounces of vermouth containing 10% alcohol should be added to 20 ounces of gin containing 60% alcohol to make a pitcher containing 30% alcohol
4: how many operations in (x + 3)(x - 3)
4: how many miles per hour do snails go ?
4: how many integers greater than 40 and less than 50 are each the product of exactly two different numbers, both of which are prime?
4: how many gallons of cream that is 23% butterfat and milk
4: how many feet per second if traveling 70 miles
4: how many exterior angles are there in a n-gon
4: how many different two-person committees can be formed from a group of six people?
4: how many different passwords are possible with 3 numerals 1-9, 5 letters, and 1 numeral 0-9
4: how many counting numbers between 100 and 1000 have at least one 2 as a digit
4: how many combinations of license plates
4: how many anwsers can i get wrong if i have a twenty five question test and have to get 80% right?
4: how many 5-letter strings can be made from the first 10 letters of the alphabet
4: how many 5-digit numbers are there? ( the first digit cannot br zero)
4: how many 4-digit numbers can be formed using the digits 0,1,2,3,4,5,6, if repetitions of digits are not allowed?
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4: helen has a rectangular garden that measures 65 meters by 20 meters. how long is the diagonal length of the garden? (an example of diagonal length is from the top left corner to the bottom right corner of the garden.)
4: hassan's backyard swimming pool is 30 feet long, 20 feet wide, and 5 feet deep. there are 7.5 gallons of water in 1 cubic foot. how many gallons of water will the pool hold?
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4: given the system of linear equations:  y = 2x + 5   and   - 2x + y = 7 , which one of the following statements is true?
4: given the random variable x = {5, 6} with p(5) = 0.2 and p(6) = 0.8. find e(x)
4: given the bar graph below, create a grouped frequency distribution
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4: given that p(a) = 0.6 and p(b) = 0.3, and p(a and b) = 0.18, determine p(b|a)
4: given a poisson distribution with mean = 4. find p(x < 3).
4: given a circle with a radius of 2, which is the length of an arc measuring 75o?
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4: four consecutive odd integers such that 6 times the sum of the first and the third is 3 more than 4 times the opposite of the fourth
4: form the contrapositive: if i do not mow the lawn, the grass grows too tall
4: for this assignment you are to imagine that you are part of a select marketing group. this select group has been asked to consider the colorado city convention and visitors bureau survey of 25 hotels in the local area. the survey is concerned with the current availability of rooms. the availability of the rooms was as follows: 90, 72, 75, 60, 75, 72, 84, 72, 88, 74, 105, 115, 68, 74, 80, 64, 414, 82, 48, 58, 60, 80, 48, 58, and 108. each person in the marketing group must select a sample of 10 hotels from the list. consider the average available for all hotel rooms from the previous assignment. identify the point estimate of the average number of available hotel rooms in this lesson from each sample. construct and interpret a 95% confidence level for the true mean number of available hotel rooms, based on the point estimate of each sample. describe how the confidence intervals will change depending on whether the population standard deviation is known or unknown.
4: for the pair of functions find the indicated composition
4: for the function f(x) =|2x - 7| +3, find f(6)
4: for the 20 test scores shown, find the percentile rank for a score of 86
4: for a hypothesis test of a single population mean at 95%
4: for
4: five-eights divided by 3/10
4: five less than three times a number is
4: finding volumes
4: finding the slope
4: finding equivalent degree for trigonometric functions
4: find volume of a sphere
4: find type and number of solutions for each equation
4: find two numbers whose sum equals 10 and ehose product equals 7
4: find two consecutive positive even numbers the sum of whose squares is 100
4: find two consecutive odd integers whose sum is 176
4: find two consecutive odd integers such that seven times the first equals five times the second.
4: find two consecutive even integers such that the lesser
4: find the x-intercepts of the parabola with the vertex (-3,16) and y-intercept (0,-20)
4: find the value of n in an exterior angle
4: find the value of each variable in a triangle
4: find the two-digit number whose tens digit is 3 less than the units digit
4: find the surface area of a cylinder with a diameter of 40 and a height of 60. use 3.14 for π. round your answer to the nearest tenth.
4: find the slope of 2x+y=9
4: find the slope 7, 8 and 10, -1
4: find the rate at which laura and brent paddled the canor
4: find the product of ( x - 6y) (x + 6y)
4: find the perimeter of a rectangle in polynomial
4: find the ordinary interest that susan will pay for the loan.
4: find the number of possible combinations if you choose one of the letters from c-a-t and one of the letters from d-o-g
4: find the midpoint of the segment with the given endpoints
4: find the length of the altitude to the hypotenuse
4: find the length of a triangle if b=6 and c=10
4: find the inverse of the  coefficient matrix
4: find the indicated outputs for f(-1)=5(-1)2 - 3(-1)
4: find the indicated output for f (x) = 4 x
4: find the following. assume that x can represent any real number. x^2-16x+64
4: find the equation for the regression line for the data, and predict the final grade of a student who misses 3.5 days.
4: find the distance between each pair of points
4: find the coordinates ot the vertex for the parabola defined by the given quadriatic function
4: find the area under the normal distribution curve to the right of z = –1.03
4: find the area of one segment formed by a square with sides of 6 inscribed in a circle
4: find quadratic function for data (1940, 0.25),(1968, 1.60), (1997, 5.15)
4: find q1, q2, and q3 for the data set below. 5.4    2.0    6.8    3.1    2.9    4.7    2.1    5.0    1.9    3.4
4: find point 3x-2y=12
4: find p(a), given that p(a) = 0.732
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4: find a polynomial of minimum degree that has the zeros and
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4: find 4 consecutive odd integers where the product of the two smaller numbers is 64 less than the product of the two larger numbers.
4: find 3 consecutive numbers where the product of the smaller two numbers is 37 less than the square of the largest number.
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4: fifty-six percent of electronic gamers play games online, and sixty-four percent of those gamers are female. what is the probability that a randomly selected gamer plays games online and is male?
4: fifty-six percent of electronic gamers play games online, and sixty-four percent of those gamers are female. what is the probability that a randomly selected game plays games online and is male?
4: fifty liters of pure maple syrup that costs 9.50 per liter are mixed with imitation maple syrup that costs 4.00 per liter. how much imitation maple syrup is needed to make a mixture that costs 5.00 per liter
4: fifteen accounting majors had an average grade of 90 on a finance exam. seven marketing majors averaged 85, while ten finance majors averaged 93 on the same exam. what is the weighted mean for the 32 students taking the exam?
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4: explain the difference between the domain and the range of a relation.
4: explain how to solve the equation 3t + 11 = –10. show that your solution works.
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4: during the last winter carnival the local college students build a 30 foot snowman out of 100 tons of snow. how much snow will be needed to build a 36 foot snowman this year
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4: during a 4th of july weekend, 32 vehicles became trapped on the sunshine skyway bridge while it was being repaved. a recent city ordinance decreed that only cars with 4 wheels and trucks with six wheels could be on the bridge at any given time. if there were 148 tires that needed to be replaced to due to damage, how many cars and trucks were involved in the incident?
4: during a 4th of july weekend, 32 vehicles became trapped on the sunshine sky-way bridge while it was being repaved. a recent city ordinance decreed that only cars with 4 wheels and trucks with six wheels could be on the bridge at any given time. if there were 148 tires that needed to be replaced to due to damage, how many cars and trucks were involved in the incident?
4: dorothy wants to rent a car for a week and pay no more than $130. how far can she drive if the car rental costs $94 a week plus $0.12 a mile?
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4: determine whether the relation is a function
4: determine whether the given number is a solution of the inequality
4: determine the length of the sides and the measures of the angles for the congruent quadrilaterals abcd and a′b′c′d′
4: determine if this is an example of a variable or a parameter:
4: determine if (-1/3,3) is a solution to 3x+8y=23
4: describe what the graph of interval [-4,10] looks like
4: describe two laws of exponents and provide an example illustrating each law. explain how to simplify your expression. how do the laws work with rational exponents? provide the class with a third expression to simplify that includes rational (fractional) exponents.
4: describe the values for x that may not be appropriate values even when they are defined by your classmates’ function.
4: describe the mathematic process of canceling like factors when working with rational expressions.
4: demonstrate by determining the slope of 3x + 5y = 19.
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4: convert the following credit card rate to the apr.
4: convert the following credit card rate to the apr
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4: chastain will kick the ball from 18 yards away from the goal, at 120 miles per hour. how many seconds does the goalkeeper have to react
4: celeste wants to have her hair cut and permed and also go to lunch. she knows she will need $86. the perm costs twice as much as her haircut and she needs $5 for lunch.how much does the perm cost?
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4: callie is taking art and music as electives. there are 4 art teachers and 3 music teachers. how many possible outcomes are there for the two teachers callie will have?
4: calculating surface area
4: calculate the volume of a sphere where the radius is 9 meters.
4: calculate the monthly finance charge for the following credit card transaction. assume that it takes 10 days for a payment to be received and recorded and that the month is 30 days long. assume 365 days in a year. (round your answer to the nearest cent.)
4: calculate the monthly finance charge for the following credit card transaction. assume that it takes 10 days for a payment to be received and recorded and that the month is 30 days long. (round your answer to the nearest cent.)
4: calculate diagonal of rectangle
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4: brett usually takes 50 min to groom
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4: brainteaser about 3 brothers the sum of age is equal to their only sister how old are the brothers
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4: bob, driving a new ford, travels 330 miles in the same amount of time it takes john, driving an old chevy and traveling 10 miles per hour faster, to travel 390 miles. how fast is john driving?
4: boat crew rowed 7.5 miles downstream with the current in 1.5 hours upstream 2.5
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4: below are average gestation days and longevtiy data for 22 animals
4: bayside insurance offers two health plans. under plan a,giselle would have to pay the first 70 of her medical bills , plus
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4: b. suppose that an object is 120 pounds when it is at sea level. find the value of c that makes the equation in 2.a true. (sea level is 3,963 miles from the center of the earth.)
4: b. for the first phase of the project, imagine you want to cover the backyard with decorative rock and plant some trees. you need 30 tons of rock to cover the area. if each ton costs $60 and each tree is $84, what is the maximum number of trees you can buy with a budget of $2,500? write an inequality that illustrates the problem and solve. express your answer as an inequality and explain how you arrived at your answer.
4: b.	you will use 25% of your budget to rent business space and pay for utilities. write an algebraic expression that indicates how much money will be spent on business space and utilities. do not solve.
4: b.	suppose that an object is 100 pounds when it is at sea level. find the value of c that makes the equation true.
4: b.	for the first phase of the project, imagine you want to cover the backyard with decorative rock and plant some trees. you need 30 tons of rock to cover the area. if each ton costs $60 and each tree is $84, what is the maximum number of trees you can buy with a budget of $2,500? write an inequality that illustrates the problem and solve. express your answer as an inequality and explain how you arrived at your answer
4: average amount customers at a certain grocery store
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4: at 6h00 a clock strikes the bell 6 times.  the time between first and last strike is 30 seconds.  how long does it take to strike the bell at 12h00 ?
4: at 2:00 pm a runner heads north on a high way, jogging
4: assume the likelihood that any flight on northwest airlines arrives within 15 minutes of the scheduled time is .90. we select four flights from yesterday for study.
4: assume that the salaries of elementary school teachers in the united states are normally distributed with a mean of $32,000 and a standard deviation of $3000. if a teacher is selected at random, find the probability that he or she makes more than $36,000.
4: assume that a population is normally distributed with a mean of 100 and a standard deviation of 15. would it be unusual for the mean of a sample of 3 to be 115 or more?
4: assume that 2 cards are drawn in succession and without replacement from an ordinary deck of 52 cards. find the probability that 2 spades are drawn (state your answer as a fraction).
4: assume that 2 cards are drawn in
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4: an open box is to be constructed from a piece of cardboard
4: an isosceles triangle has a perimeter of 8 cm
4: an irrational number cannot be expressed as a quotient of two integers because the decimal representation of the quotient is
4: an identification code is to consist of five letters followed by four digits. how many different codes are possible if repetition is permitted?
4: an executive committe consists of 9 members: 5 men
4: an ellipse has a major semiaxis of 20cm and a minor axis of 14cm what is the area?
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4: an auditor reviewed 25 oral surgery insurance claims from a particular surgical office, determining that the mean out-of-pocket patient billing above the reimbursed amount was $275.66 with a standard deviation of $78.11. (a) at the 5 percent level of
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4: an airplane flew 3.5 hours with a 40 mph head wind. the return trip with a tail wind of the same speed took 2.5 hours. find the speed of the plane in still air.
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4: ace car rental advertises that a rental car costs $25 per day plus a charge of 10 cents per mile. for the same car, better car rental advertises a price of $40 per day plus 5 cents per mile. for what number of miles is the cost of renting a car the same at both companies
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4: a writing workshop enrolls novelists and poets in a ratio of 5 to 3. there are 24 people at the workshop. how many novelists are there? how many poets are there?
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4: a woman cycles 8 mi/h faster than she runs
4: a water tower 40 m tall is located at the top of a hill. from a distance of 120 m down the hill, it is observed that the angle formed between the top and base of the tower is  . find the angle of inclination of the hill. please round the answer to the nearest tenth.
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4: a vehicle gets 13 miles per gallon at 52mph how many miles per gallon will it get at 54mph
4: a traffic light is red for 25 sec. yellow for 5 sec. and green for 55 sec. what is the probability that when you reach the light?
4: a toy company spends $1500 each day for factory expenses plus $8 per teddy bear. how many bears must the company sell in one day to equal it's daily costs?
4: a thermometer comes with a guarantee that the stated temperature differs from the actual temperature by no more than 1.5 degrees fahrenheit.
4: a theatre sells adult tickets for $10
4: a theater has a seating capacity of 900 and charges $3 for children (x), $5 for students (y), and $7 for adults (z). at a certain screening with full attendance, there were half as many adults as children and students combined. the receipts totaled $4620. how many children attended the show?
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4: a student team examined parked cars in four different suburban shopping malls. one hundred vehicles were examined in each location. research question: at α = .05, does vehicle type vary by mall location? (data are from a project by mba students steve bennett, alicia morais, steve olson, and greg corda.)
4: a student takes a 20-question, multiple-choice exam with five choices for each question and guesses on each question. find the probability of guessing at least 15 out of 20 correctly.
4: a student receives his grade report from a local community college, but the gpa is smudged. he took the following classes: a 2 hour credit art, a 3 hour credit history, a 4 hour credit science course, a 3 hour credit mathematics course, and a 1 hour science lab. he received a “b” in the art class, an “a” in the history class, a “c” in the science class, a “b” in the mathematics class, and an “a” in the science lab. what was his gpa if the letter grades are based on a 4 point scale? (a=4, b=3, c=2, d=1, f=0)
4: a store mixes brazilian coffee worth 10
4: a square vegetable garden is to be tilled and then enclosed with a fence. if the fence costs $4.00 per foot and the cost of preparing the soil is $0.90 per ft2, determine the size of the garden that can be enclosed for $284.90.
4: a set of 12 cards is numbered 1,2,3...12. suppose you pick a card at random without looking. find the probability of each event. write as a fraction in simplest form.
4: a sample of 4 different calculators is randomly selected from a group containing 16 that are defective and 30 that have no defects.  what is the probability that at least one of the calculators is defective?
4: a sample of 4 different calculators is randomly selected from a group containing 16 that are
4: a rocket is launched from atop a 101 - foot cliff
4: a rock is launched from a cannon. its height, h(x), can be represented by a quadratic function in terms of time, x, in seconds. after 1 second, the rock is 243 feet in the air; after 2 seconds, it is 452 feet in the air. find the height, in feet, of the rock after 5 seconds in the air.
4: a respiratory class has 33 women and 18 men. if a student is chosen randomly to be the team leader, what is the probability the student is a woman?
4: a rental car agency charges a flat fee of 32.00
4: a rental car agency charges $15 per day plus 11 cents per mile to rent a certain car
4: a rectangular room is 6 yards long and 12 feet wide.find the perimeter in feet.then find the perimeter in the yard
4: a rectangular prism has a volume of  cubic millimeters. if it has a height of 9 millimeters, what's the area of its base?
4: a rectangular field with area 5000
4: a rectangle measures 18 m by 24 m. what is the sum of the lengths of its diagonals?
4: a rectangle has a perimeter of 60 cm. its length is 5 times greater than width. what is length
4: a rectangle has a perimeter of 24 inches find its dimensions if its length is 3 inches greater than its width
4: a rectangle has a length of 7 meters longer than double the width.  the perimeter is 134 meters.  find the dimensions of the rectangle
4: a recreation room has the following dimensions carpeting will cost $9 a square yard. how many square yards of carpet will be needed and how much will it cost
4: a recent article in vitality magazine reported that the mean amount of leisure time per week for american men is 40.0 hours.
4: a recent article in the wall street journal reported that the 30-year mortgage rate is now less than 6 percent. a sample of eight small banks in the midwest revealed the following 30-year rates (in percent):
4: a random sample of 10 miniature tootsie rolls was taken from a bag. each piece was weighed on
4: a random sample of  health maintenance organizations (hmos) was selected. for each hmo, the co-payment (in dollars) for a doctor's office visit was recorded. the results are as follows:
4: a rain gutter is made from sheets of aluminum that
4: a printing press has a roller 18 inches
4: a pot has 6l of brine at a concentration on 120g/l how much water should be boiles to make concentration 200g/ l
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4: a plastic manufacture plans to produce a one compartment vertical file by bending the long side of an 8 in by 14 in sheet of plastic along two line to form the u shape.how tall should the file be in order to maximize the volume that file can hold
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4: a plane takes 30 seconds to fly a distance of 8 kilometres
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4: a plane can travel 640 miles against the wind in the same time it can travel 800 miles with the wind. if the plane can fly 180 mph in calm air, what is the speed of the wind?
4: a pizza box with a square base is to be made from a rectangular sheet of cardboard by cutting six 1-inch squares from the corners and the middle sections and folding up the sides (see the figure). if the area of the base is to be 121 in2, what size piece of cardboard should be used?
4: a pilot wants to fly due north a distance of 125 km.
4: a photographer enlarges a photo using a scale factor of 6. the original photo has a width of 9 cm and a length of 15 cm. what is the width of the enlarged photo?
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4: a parking lot is to be formed by fencing
4: a open box is to be made from a rectangular piece of cardboard 20 inches x 30 inches
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4: a normal distribution is any distribution that is not unusual.
4: a motel clerk counts his $1 and $10 bills
4: a messenger walks 500 feet in a large building from the reception to his destination at the average speed of 4 miles per hours and returns to the starting point
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4: a merchant has coffee worth $10 a pound that she wants to mix with 40 pounds of coffee worth $80 a pound, to get a mixture that can be sold for $30 a pound how many pounds of $10 coffee should she use
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4: a man is 65 years old and his grandson is 20. how many years ago was the grandfather six times as old as the grandson?
4: a man collects cigarette stub and makes one full cigarette with every 8 stubs
4: a machine can produce either nuts or bolts, but not both at the ssame time. the machine can be used at most 8 hours a day. furthermore, at most 6 hours a day can be used for making nuts and at most 5 hours a day can be used for making bolts. there is a $2 profit for each hour the machine makes nuts and $3 profit for each hour that machine makes bolts. how many hours per day should the machine make each item in order to maximize profit? what is the maximum profit?
4: a lottery has one $2000 prize, two $1000 prizes, and ten $500 prizes. two thousand tickets are sold at $5 each. find the expectation if a person buys two tickets.
4: a lottery has one $2000 prize, two $1000 prizes, and ten $500 prizes. two thousand tickets are sold at $5 each. find the expectation if a person buys two tickets
4: a line has equation 2x-5y=7. another line passes through (3, 6) and (k, 9). what value for k will make the line parallel?
4: a light private plane can fly 120 mph in still air. flying against the wind, the plane can fly 320 miles in the same time it requires to fly 640 miles with the wind. find the rate of the wind.
4: a light bulb consumes  watt-hours in  days and  hours. how many watt-hours does it consume per day?
4: a johnson space center analysis estimated a 1 in 71 chance of losing the international space station to space debris or a meteoroid hit. (a) what kind of probability is this? explain. (b) what is the probability of losing the station in this way
4: a jar of nickels and dimes contains $3.30. there are 27 more nickels than dimes. how may each are there?
4: a jar contains 5-gram bolts and 10-gram bolts
4: a jar contains $10.75 in dimes and quarters
4: a is 5 years older than 8 , 8 is thrice as old as
4: a house and lot together cost more than $89,000. the house costs $1000 more than seven times the cost of the lot. how much does the lot cost?
4: a hot air balloon 70 meters above the ground
4: a high school student was able to save $9000 by working a part-time job every summer. he invested half the money in a money market account and half the money in a stock that paid three times as much interest as the money market account. after a year he earned $270 in interest. what were the interest rates of the money market account and the stock?
4: a guy wire is attached to the top of a pole
4: a guy wire 80m long is attached to the top
4: a freshman is currently enjoying the arts studio program she is pursuing at a well-known university. in her free time, she likes to skate, take salsa dance lessons, and cook. she particularly enjoys pickling and decides to pickle olives over a leisurely weekend. according to the recipe, she needs to add three teaspoons of salt to one cup of diced olives. however, she erroneously adds six teaspoons instead. each teaspoon of salt weighs about 5g and contains about 2,300 mg of sodium.
4: a freight train travels at 30 mph. if the freight train is 300 miles ahead of an express train traveling at 55 mph, how long will the express train take to overtake the freight train?
4: a financial institution wishes to estimate the mean balances owed by its credit card customers. the population standard deviation is estimated to be $300. if a 98 percent confidence interval is used and an interval of ±$75 is desired, how many cardholders should be sampled?
4: a farmer raised a watermelon that weighed 20 lb
4: a family is moving and has a number
4: a druggist has two mixtures of a certain chemical and water, one containing 10% of the chemical and the other containing 40% of the chemical. how much of each mixture should he use to make 10 ounces that contain 25% of the chemical?
4: a driver who drives at a speed of r mph for t hr will travel at a speed of 61 mph for 7hr?
4: a deck of cards was dropped onto the floor. naoko picked up at least one card. she may have picked up 1, all 52, or any number in between.how many possible combinations are there for what she picked up
4: a dash above a number means
4: a cyclist traveled at a rate of 24 mi/h to visit a nearby town. the cyclist averaged 18 mi/h on the return trip. if the round trip took 4.9 hours, find the one way distance to the nearby town.
4: a customer has a balance of 1350. interest is paid
4: a compound experiment consists of drawing at random twice without replacing from a jar with 3 red, 3 white, and 2 black marbles. what is the probability of getting first a red and then a black marble?
4: a collection of dimes and quarters is worth 25 dollars. there are 40 more dimes than quarters. how many of each are there
4: a coin was flipped 60 times and came up heads 38 times. (a) at the .10 level of significance, is the coin biased toward heads? show your decision rule and calculations. (b) calculate a p-value and interpret it.
4: a coin was flipped 60 times and came up heads 38 times
4: a coin purse contains an equal number of nickels, dimes and quarters. the total amount of money in the purse is 720 cents. how many quarters are in the coin purse?
4: a club with 10 members is to pick
4: a child pulls a wagon with a force of 40 pounds
4: a chemist is making 200 l of a solution that is 62% acid. he is mixing an 80% acid solution with a 30% acid solution. how much of the 80% acid solution will he use?
4: a chemist has two solutions of hcl
4: a chemist has one solution that is 80% acid and another solution that is 30% acid. how much of the second (30%) solution is needed to make a 400 l solution that is 62% acid?
4: a certain type of home security system is triggered in % of burglaries. if  homes equipped with such a system experience a burglary, find the probability that at least  alarms are triggered. round your answer to four decimal places.
4: a cattle train left miami and traveled toward
4: a carpenter is building a rectangular room with a fixed perimeter of 188ft
4: a cargo plane flew to the maintenance facility and back
4: a car dealer sells a suv for $39,000, which represents a 25% profit over the cost. what was the cost of the suv to the dealer?
4: a car dealer carries out the following calculations. what is the annual percentage rate? (round your answer to the nearest tenth.)
4: a boy swims downstream 0.9 miles in the same amount of time that he can swim 0.6 miles upstream. if the rate of the current is 1.5 mph, how fast can he swim in still water?
4: a box with an open top is to be constructed from a rectangular piece of cardboard
4: a bottle and a cap together cost 1.10
4: a boat travels 60 miles downstream
4: a boat traveled 336 miles downstream
4: a baseball team has home games on
4: a baseball team has home games
4: a banker invested a portion
4: a ball is thrown vertically upward from ground level with an initial velocity of 96 feet per second
4: a ball is thrown vertically upward
4: a b c are points that abc is equilateral if the radius of the corcle is 6
4: a 240 in pipe is cut into two pieces
4: a 14.4 ladder is 3.2 away from a wall
4: a 10-ft wide round water trampoline is floating in a pool measuring x ft by x ft. find a polynomial for the remaining surface area of the pool.
4: [f(x)= 5x+3 g(x)= x+2] solve for f(g(x))
4: 9x^2+21x-8=0
4: 96 whose sum is -35
4: 9-5/9 - 6-5/6= fraction
4: 9 hours to build a wall
4: 8x-4y=32
4: 8x(6x+6)
4: 8.64) biting an unpopped kernel of popcorn hurts! as an experiment, a self-confessed connoisseur of cheap popcorn carefully counted 773 kernels and put them in a popper. after popping, the unpopped kernels were counted. 
4: 8+6n=-16+7n+2n
4: 8)	kepler’s third law of planetary motion may  be given as    where t is the time for one revolution of a planet around the sun, r is its mean radius from the sun, and    year/mi. find the time for one revolution of venus about the sun if    miles.
4: 8(4u-1)-12u=11(2u-6)
4: 8 quart water pail
4: 7y2 + 19y +10=
4: 70 ft less than thrice the width
4: 7.   verify that parallelogram abcd with vertices a(–5, –1), b(–9, 6), c(–1, 5), and d(3, –2) is a rhombus by showing that it is a parallelogram with perpendicular diagonals.  (5 points)
4: 7(2c-5)=7
4: 7 more than 4 times a number
4: 7 less than three fifths of b is a
4: 7 centimeters wide and 2 dm long and 4 cetimeters deep
4: 6x-y=35
4: 6x+7=-14y
4: 6x + 5 = -115 - 9x
4: 63 is 15% of what number
4: 62.5 of t is 35 what is t
4: 60-30-90 triangle
4: 60 - 20 equals 20 plus what
4: 6 step method algebra
4: 6 r – 5t – 2r – 9(3t   2r) – 2(4 – r)
4: 6 is 12 percent of what number
4: 6 digits number combinations from 1 to 42
4: 5y-15=5x
4: 5x=20
4: 5x-3y=3
4: 5x-3y=15
4: 5x-2y=8
4: 5x-2y=10 find the intercepts
4: 5x+x(x-1)=0
4: 5x+6y=6
4: 5x squared solution
4: 56. suppose you want to increase the fenced play area to four times its current area. if you can reuse the fencing already at the oark, how much new fencing do you need to buy?
4: 535 + 4.5n = 12n
4: 523215
4: 51 is what percent of 340
4: 5-person committees propability 10 people
4: 5%+40%=80 ml of 30% algebra
4: 4x/5+/=x
4: 4x-3y=1
4: 4p-3 for p=20
4: 4<2x+2<-10
4: 48m squared
4: 45 less than the sum of the other two angles
4: 42 is 40% of what number
4: 4/9(x+3)=g
4: 4.008 as a fraction
4: 4(3+3x)=2x+62
4: 4(1.5c+6)-2c=-9
4: 4 + 5e^-x =9
4: 3y+6=2x
4: 3x^2=9
4: 3x^2-7x-13=0
4: 3x-2y=-16
4: 3x+y=6
4: 3x+y=-5
4: 3x squared +2x + 2 solution
4: 3x + 2=-y
4: 3m-7n=p m=?
4: 3ax + 6 = a^2x + 2a
4: 3a^3+12a^2-63a
4: 36x-12y-3z equals 81 solve for z
4: 35 mcdonalds employees statistics 12.48
4: 32 yd/min= in/sec
4: 3/4x-1/2=-8
4: 3. given that p(a) = 0.5 and p(b) = 0.2, and p(a and b) = 0.14, determine p(b|a). (points : 3)
4: 3.	write an equation that models how old in years each of you will be, when your ages add up to 150 years old. for example, if x = your age and the eldest person was a year older than you, you would write their age as x + 1. then the equation would be: x + (x+1) = 150
4: 3+2i/5+i
4: 3) for a hypothesis test of a single population mean at 95% confidence level, a calculated z score of 1.7 supports the conclusion that
4: 3(x)+1=y
4: 3 is 0.2 percent of what number
4: 3 5 7 9 sequence
4: 3 1/4 + 2 3/4 what is the sum of the whole number in simplest form
4: 2x-y 4
4: 2x-3y=6
4: 2x-3y-6=0
4: 2x+5y 10 graph
4: 2x+5/2>3/2x-2
4: 2x+3y=31 y=x+7
4: 2x+3y=-13 answer
4: 2x+15=27-4x
4: 2t+4b+3t-1
4: 2l+2w=114
4: 2a+6=-a-8
4: 26-2x=2x+2
4: 25x^2-10x+1
4: 25=7+ 3x
4: 24=6(-x-3)
4: 21.   jeremy is building a large deck for a community center. the deck is shaped as a rectangle. the width of the deck is 29 feet. the perimeter of the deck is to be at least 134 feet.
4: 2. the equation gives the distance, d, in miles that a person can see to the horizon from a height, h, in feet.
4: 2.	the equation  gives the distance, d, in miles that a person can see to the horizon from a height, h, in feet.
4: 2.	the coordinate graph of the backyard shows the location of the trees, plants, patio, and utility lines.
4: 2-7x=9y 2y-4x=6
4: 2, 5, 10, 17, 26, 37,
4: 2) describe the transformations on the following graph of f(x)=log(x). state the placement of the vertical asymptote and x-intercept after the transformation. for example, vertical shift up 2 or reflected about the x-axis are descriptions.  a) g(x) = log( x + 5)
4: 2(4x-3)-8=4+2x
4: 2 x p(8,3)
4: 2 fishing boats depart a harbor
4: 2 5/8 in decimal form
4: 17 tens and 17 ones
4: 16x*6-54y*3
4: 16x squared +40x+25
4: 16/9 is equal to
4: 16 of what number is 32
4: 150 is what percent of 750
4: 15.18 sixty four
4: 13s 2s-66
4: 123-x=118 1+y=16
4: 12 cups lemonade 8 dollars
4: 12 coins total 32 cents, some are nickels and some pennies
4: 12 - caitlin had $402 in her bank account. she withdrew $15 each week to pay for a swimming lesson. she now has $237.
4: 10x^2-19x+6
4: 10c3 probability
4: 100 milliliters of 76% solution but only 55% and 85% availablr
4: 100 animals for 100 dollars
4: 10 cm square is cut from eaach corner
4: 1/r=1/r1+1/r2 solve for r
4: 1/5x-1/8x+1/40x=5
4: 1/5 of students in a school have no brothers or sisters. of the remaining students, 40% have 1 brother or sister. what percent of all students have more than 1 brother or sister?
4: 1.9x-1.1y=4.18
4: 1. which pair has equally likely outcomes? list the letters of the two choices below which have equal probabilities of success, separated by a comma. a standard deck of cards has 12 face cards and four aces (aces are not face cards).
4: 1.	write the equation of the line which passes through (5, –2) and is parallel to x = 4. (1 point)
4: 1.	in this problem, we analyze the profit found for sales of decorative tiles. a demand equation (sometimes called a demand curve) shows how much money people would pay for a product depending on how much of that product is available on the open market. often, the demand equation is found empirically (through experiment, or market research).   a.	suppose a market research company finds that at a price of p = $20, they would sell x = 42 tiles each month. if they lower the price to p = $10, then more people would purchase the tile, and they can expect to sell x = 52 tiles in a month’s time. find the equation of the line for the demand equation. write your answer in the form p = mx + b. hint: write an equation using two points in the form (x,p).
4: 1.	a manufacturer produces a batch of memory chips (ram) and measures the mean-time-between-failures (mtbf). the manufacturer then changes a manufacturing process and produces another batch and again measures the mtbf. did the change to the process improve the mtbf?  ____
4: 1)	what is the probability that 30 or fewer customers pay their account balances in full before any interest charges are incurred?
4: 1 pm 1/5 geese flew away
4: 0.8 repeating as a fraction
4: 0.09y2 - 0.81
4: . if sally can paint a house in 4 hours, and john can paint the same house in 6 hour, how long will it take for both of them to paint the house together?
4: -x2+4x-7=0
4: -a(y)=x
4: -3x+y<11 solve
4: -2(-3x-3y=-12)
4: - 8x =56  check your solution
4: (t^4 - 2t^2 + 4t - 5) / (t^2 - 3)
4: (a)	1400 ft2 = _________ yd2
4: (4,0)and(3,8,2)
4: (3x + 9)/2 = 9
4: (-64a^9)^4/3
4: (-3, _____) is a solution of y = 4 - 3x.
4.the answer is 43 gallons.
4.the answer is 34 gallons.
4 as a single logarithm. simplify, if possible
3x-2y=2 solve
3x+5y+z=13
3x - 4y = 10
3t - y
3: quadratic equations, which are expressed in the form of ax2 + bx + c = 0, where a does not equal 0, may have how many solutions? explain why.
3: ◦what is the difference between domain and range? describe a real-life situation that could be modeled by a function. provide feedback about your classmates’ answers.
3: ◦f(t) = p(1 + r/n) nt
3: •how can equations and inequalities help a business maximize profit or minimize costs?
3: •	how do you know when an equation has an infinite number of solutions?
3: •	find what percent that increase is of the 2002 sales.
3: •	chapter exercises 8.48
3: zero and negative exponents solver
3: z^2-49 factored
3: z airplane one minuts how many km will move
3: yu-feng liang bought a used car for $6500. he made a down payment of $1000 and paid off the
3: your teacher is giving is you a test worth 
3: your piggy bank has a total of 40 coins in it; some are dimes and some are nickels. if you have a total of $3.50, how many dimes do you have?
3: your piggy bank contains 19.75 in dimes and quarters
3: your car averages 18 miles per gallon on the highway. if gas costs $1.85 per gallon, how much does it cost in dollars per miles to drive your car on the highway?
3: you see a shirt for 97 answer
3: you saw a shirt worth 97
3: you saw a shirt for 97
3: you saw a shirt for $97
3: you recently started the paperwork to purchase your new home, and were just notified that you can move into the house in 2 weeks. you decide to hire a moving company, but are unsure which company to choose. you search online and are interested in contacting two companies, heavy lifting and quick move, to discuss their rates. heavy lifting charges an $80 fee plus $35 per hour. quick move charges $55 per hour with no additional fees.   a. which mover provides a better deal for 2 hours of work? how did you arrive at your answer?   b. which mover provides a better deal for 15 hours of work? how did you arrive at your answer?   c. for what values h (hours) does quick move offer the better deal? express your answer as an inequality. explain how you reached your answer.
3: you need to rent a car for a three-day business trip. you compare the prices at two different
3: you misplaced two of the scores in a sample, but you have
3: you have to pay $12,000 a year in school fees at the end of each of the next six years. if the interest rate is 8%, how much do you need to set aside today to cover these bills?
3: you have $22 in your bank account and deposit $11.50 each week. at the same time your cousin has $218 but is withdrawing $13 each week.  a. when will your accounts have the same balance? b. how much money will each of you have after 12 weeks?
3: you drop a rock from a cliff, and 5 s later you see it hit the ground.  what is the height of the cliff?
3: you deposit $2000 into an account that pays 2% annual interest compounded quarterly. how long will it take for the balance to reach $2500
3: you believe that there is a 20% chance that you will earn an a
3: you ask a neighbor to water a sickly plant while you are on vacation. without water the plant will die with probability 0.9. with water it will die with probability 0.55. you are 81 % certain the neighbor will remember to water the plant.  you come back from the vacation and the plant is dead. what is the probability the neighbor forgot to water it?
3: you are selling tickets for a high school play. student tickets cost $4 and general admission tickets cost $6. you sell 525 tickets and collect $2876
3: you are offered two different jobs selling dental supplies. one has an annual salary of 20,000 plus a end of the year bonus of 1% of your total sales. the other has a salary of 15,000 and a end of the year bouns of 2% of your sales how much would you have to sell to have the jobs pay the exact same amount?
3: you are dealt two cards successively
3: you are conducting a two-tailed test of means but your software package only calculates a one-tailed p-value equal to 0.13. the actual p-value for your test is
3: yahoo when a die is rolled twice, what is the probability that one will be a 3
3: y^2=5/7y+4/5
3: y>3x-2
3: y=y=-7x+9 and 5x-y=15 substitution
3: y=x^2-4x
3: y=x^2-2x-15
3: y=x^2+4x+7
3: y=x-5
3: y=x-1 and 2x-y=0
3: y=x+5 4x+y=20
3: y=x+2
3: y=tan(x+pi)
3: y=5x-7
3: y=5x graph?
3: y=5-3x
3: y=4x^5
3: y=4/3x+3
3: y=4/3x+2
3: y=4-3x graph
3: y=4-3x
3: y=3|x+4| what's the domain
3: y=3(x+5)(x-2)
3: y=2x-2 y=x+2
3: y=2x-1
3: y=2sin1/4x
3: y=2/7x-1
3: y=1/2cot2x
3: y=1.5x+2  y=2.5x+14
3: y=-3x^2-6x-5
3: y=-2x^2+5
3: y=-2x-1 and y=3x-16
3: y=-2x+8
3: y=-2/3x-12
3: y=-1:3x+6
3: y=-1/5x-2
3: y= 6x 2x + 3y = - 20
3: y= 1 / 4 x-6
3: y<-3x+1
3: y-y sub 1 =slope(x-xsub1) 
3: y-2x=0 graph
3: y-2x=0
3: y+6=0
3: y+5=0
3: y varies inversely as twice x. when x = 1, y = 3. find y when x = 4.
3: y varies directly as x and inversely as the square of z
3: y varies directly as the square of x
3: y mx+b formula
3: y intercept and turning points
3: y intercept (6,7)
3: y = x+2 and y=x-4
3: y = 8 + 3x find graph
3: y = 2x + 6 2x - y = 2
3: y 3x+6 graph shade
3: y 1 3 1 graph
3: y - 6 = 2x
3: xy=1
3: xy=-15 and x+y=2
3: xy9x
3: x^4-3x^2-40
3: x^4-2x^2-24 factored
3: x^3-x^2+kx-30; x-5
3: x^3-4x^2-x+4
3: x^3-27=0
3: x^3-16x 0
3: x^3+y^3=9
3: x^3+64=0
3: x^3+3x^2-54x
3: x^3+3x^2+4x-12
3: x^3+125
3: x^2-x+41
3: x^2-8x+6=0
3: x^2-8x+16=16
3: x^2-6x+8=0
3: x^2-6x+7=0
3: x^2-4x-7=0
3: x^2-4x+5=0
3: x^2-12x+36=0
3: x^2-10x+22=0 'quadratic equation
3: x^2+y^2-10x+2y+17=0
3: x^2+7x-2=0
3: x^2+7/2x=7
3: x^2+6x=2
3: x^2+3x-54=0
3: x^2+18x+81=25
3: x^2+14x-4=0
3: x^2+12x=0 solution
3: x^2 +36=12x
3: x^-10x+24=0
3: x=3y+9
3: x=3y solve
3: x=3 graphed
3: x=1/4y^2
3: x=1/3y
3: x6-y6
3: x6 - y6
3: x2=6x-45
3: x2-x-6
3: x2-9=0
3: x2-8x-3=0
3: x2-4x-5=0
3: x2+4x+3
3: x2+2x-15=0
3: x2+18x=-81 solve the equations
3: x2(4-x)(2x+5)>0
3: x2 - 12x + 11 = 0
3: x/x+1-2=3/x-3
3: x/4-3x/2=-1/2
3: x/3=x/2-2
3: x/3-1/2=5/6
3: x-y=6
3: x-y=3
3: x-y=2 4x-3y=11
3: x-y=-2
3: x-2y=6
3: x-2y=5 5x-y=-2 cramers rule
3: x-2y=4 answer
3: x-2y=-4 2x-y=1
3: x+y=6
3: x+y=4 x+z=4 y+z=4
3: x+y=16 and 2y=-2x+2 solve by elimination
3: x+6y=7
3: x+5y=20
3: x+5\x^2-3x-40
3: x+4y=8 2x=5
3: x+2y=8 what is the answer
3: x+2y=8 graph
3: x+2y=6
3: x+2y=0
3: x+2y=-9 & y=9
3: x+1/x+2=11/60
3: x(x^2-3x)^1/3+2(x^2-3x)^4/3=0
3: x(2)-81=0
3: x ≥ 0  y ≥ x − 2.5  y ≤ −x + 4
3: x squared + 12x+5y
3: x intercept f(x)=3x^2-21
3: x and y vary inversely
3: x 3+5x 2-6x+10/x+3
3: x + y=250
3: x + y = 6
3: x + 3y = 32
3: x + 3 = 2x - 5 in a graph
3: www.aljebra.com
3: www.algebra
3: writing fractions- there are 2,000 pounds in a ton. 1,351 pounds in what fraction of a ton?
3: write x^2+y^2-2x-8y+2=0 in standard form. then give the center and radius of circle
3: write the solution set using interval notation
3: write the sentence as a proportion
3: write the ratio as a fraction in simplest form
3: write the perimeter of the rectangle
3: write the linear function
3: write the first four terms of the sequence defined by the recursion formula
3: write the first four terms of the sequence
3: write the expression in complete factored form
3: write the equation of the line that passes through the points -2, 3
3: write the english phrase as an algebraic expression.then,simplify the expression.let x represent the number.
3: write in simplest form without negative exponents (ax)^-2
3: write equivalent expression using radical notation 16 3/4
3: write each linear inequality in slope intercept form
3: write each expression in standard form
3: write down all possible subsets of set p using correct set notation.
3: write as single logarithm
3: write answer in positive
3: write an equation whose graph is parallel the graph of y =0.5 -10
3: write an equation which model how old in years each of you are three times as old as the younger person
3: write an equation of the line containing the given points(-8,1) and (0,1)
3: write an equation in standard form with integer coefficients
3: write a trigonometric expression as an algebraic expression
3: write a system of two equations using x and y to represent the following problem. a chemist is mixing two solutions together. the chemist wants 100 gallons when complete. he is mixing a 24% solution with a 50% solution to get a 36% solution. how many gallons of each will he use?
3: write a system of equations only solution
3: write a story for a graphy
3: write a quadratic equation in the variable x having the given number as solutions. type the given number in standard form
3: write a quadratic equation in the variable x have the given numbers as solutions
3: write a quadratic equation having the numbers -10 and -6 as solutions
3: write a linear function
3: write a equation of a line containing the given point and perpendicular to the given line
3: write 7/8 as a percent
3: work word problems in algebra
3: work rate
3: work done by pumping out if rectangular.tank
3: word problems sum minus and equals a number
3: word problems in algebra with solution
3: word problem filling and draining a pool
3: word problem algebra
3: word
3: woody woodpecker pecked at a 17
3: without graphing, determine whether each equation represents exponential growth or decay. y=15(7)^x
3: with the wind, a jet takes 3 hours to fly 1,890 miles. against the wind, it takes 3 3/8 hours for the same trip. find the wind speed and the plane's air speed.
3: with a tail wind a helicopter traveled 300
3: with a head wind a plane traveled 1000 in
3: with a 12-gal tank, a jupiter gets 22mi/gal. engineers estimate
3: why should we clear decimals when solving linear equations and inequalities?
3: why must we always be mindful of the final value of the denominator in a rational expression?
3: why is the line x = 4 a vertical line
3: why is population shape of concern when estimating a mean? what does sample size have to do
3: why is population shape of concern when estimating a mean?
3: why is line x=4 a vertical line
3: why is it important to understand the rules for multiplying and dividing terms with exponents when multiplying rational expressions? demonstrate why with an example.
3: why is it important to simplfy radical expression before adding or substracting
3: why is it important to identify the parameter when converting a problem statement from verbal to numerical?
3: why is important to simplify radical expressions before adding or subtracting
3: why is important to simplify radical expressions
3: why is each letter in a polygon used only once?
3: why is (3x + 5) (x - 2) + (2x - 3) (x - 2) not in factored form? what is the correct final factored form? what is this factoring method called?
3: why if you do 41-14 or 52-25 does it always answer 27
3: why does the significance level differ among industries? is the null hypothesis more likely to be rejected at α = 0.01 or α = 0.10? as the significance level increases to          α = 0.10 from α = 0.01, which type error is more likely to occur? what may be done to reduce the likelihood of incurring this error?
3: why does the line x 4 is a vertical line
3: why does a negative sign flip an equality
3: why do you think each letter in a polygon names can be used
3: why do null and alternative hypotheses have to be mutually exclusive?
3: why do a function with an odd degree have to have one real zero
3: why can each letter in a polygon can be used only once
3: wht is the general form of slope-intercept linear equation
3: whose sum is 30
3: which would require more heat melting 500g
3: which way to shade inequalities
3: which set is equal: a={l,a,t,e,r}, b={l,a,t,e}, c={t,a,l,e}, d={e,a,t}
3: which quadrant is which
3: which point is located t (0, 8) on graph
3: which pair has equally likely outcomes? list the letters of the two choices below which have equal probabilities of success, separated by a comma. a standard deck of cards has 12 face cards and four aces (aces are not face cards).
3: which ordered pair is a solution of y<x+1
3: which one of the following is a solution of the system?x + y < -3 and x + y > 8
3: which of these equations represent functions? check all that apply.
3: which of the following statements regarding the coefficient of correlation is true?
3: which of the following lines is perpendicular to the line y=3x/2 +7
3: which of the following is true regarding the normal distribution
3: which of the following is not a polynomial?
3: which of the following fractions is the equivalent of 0.5%
3: which number has the greatest absolute value
3: which is an equation of the circle with a radius of 9 units and center at
3: which expression best represents the statement 16 more than a number?
3: which angle measure is complementary to 34•
3: when you add two numbers they equal -5
3: when the sum of 6 and twice a positive number is subtracted from the square of the number, 0 results.
3: when the lesser of two consecutive integers is added to three times
3: when solving a rational equation, why is it necessary to perform a check
3: when slope is undefined and x is -6 and y is 8 what is the y intercept?
3: when plotted on the rectangular
3: when mineral deposits formed a coating 1 mm thick on the inside of a pipe, the area through which fluid can flow was reduced by 20%. find the original
3: when im 10 years old and you are half my age.how old would u be when im a 100 years old?
3: when finding the greatest common factor of a polynomial, can it ever be larger than the smallest coefficient? can it ever be smaller than the smallest coefficient?
3: when does an inequality sign change
3: when does a quadratic equation have no solutions
3: when do u shade the half plane above the line you graph
3: when a square is divided by a diagonal
3: when a single card is drawn from a shuffled deck of cards, find the odds against getting a 9.
3: when a child emptied his coin bank he had a collection of pennies, nickels, and dimes 20 more pennies than dimes and the number of nickels was triple
3: when _____ complex numbers, it is usually wise to use the technique known as foil.
3: when
3: wheel made 238 revolutions at
3: whats the square root of 128 in fraction
3: whats the answer b+6<14
3: whats 60 in by 84 in by four in deep
3: what's the lcm of 3x^2 and 4x
3: what's the inverse of f(x)=3x+1
3: what's the difference between independent and dependent algebra
3: what's the answer for check whether the ordered pair is a solution of the liner equation 4x+4=-4/-x-y=1.....(-2,4)
3: what would be an appropriate domain and range for c(g)
3: what will it cost to carpet a room with indoor/outdoor carpet if the room is 10 feet wide and 12 feet long? the carpet costs 12.51 per square yard.
3: what widths will make a rectangle greater than 72cm
3: what was the price of dinner before the tip was added?
3: what values are excluded from the domain of the function
3: what two numbers multiply to equal 255 but add or subtract to equal 1
3: what the square root of 1/6
3: what similarities and differences do you see between the functions and linear equations studied in ch. 3? are all linear equations functions? is there an instance when a linear equation is not a function?
3: what similarities and differences do you see between functions and linear equations?
3: what quantity x maximizes revenue
3: what price would you sell the tile sets at
3: what price would you sell the tile sets
3: what polygon is each face of a cube
3: what polygon has perpendicular diagonals
3: what percent of 60 is 10
3: what percent of 40 is 26
3: what number am i problems
3: what makes m-2/3 to get 1/4
3: what is y=-5x-1
3: what is the y-intercept of 4x+8y=16
3: what is the y-intercept for the graph of the equation 5x-4y=9?
3: what is the vertex of a parabola? how do you determine the vertex of the parabola? demonstrate with an example.
3: what is the variable used to predict another variable
3: what is the value of x in the problem 144=12(x+5)
3: what is the supplement of an angle that measures 3x
3: what is the supplement of 62 degrees
3: what is the sum of the roots of the equation ax^2+bx+c=0
3: what is the standard form of the equation of a circle withbcenter (4,1) and a solution point (1,4)?
3: what is the square root of x2 + 12x − 64 = 0
3: what is the square root of 34
3: what is the speed of 5 kilometers in 30 minute
3: what is the solution to a+7=16
3: what is the solution to 3x2 + 4x - 8 = 0?
3: what is the solution on this problem the perimeter of a square is 20c.m find the length of one side of the square 
3: what is the solution in algebra in pythagorean
3: what is the slope of the line 5x - 2y = -10?
3: what is the slope of a line perpendicular to x - 5y = -10
3: what is the slope of 3x+4y=6
3: what is the slope of 3x + y =4
3: what is the slope for 2x+y 9?
3: what is the relationship between the future value of one and the present value of one?
3: what is the reference angle of  secant 900  degrees
3: what is the rate of the jet in still air and what is the rate of the wind
3: what is the radius and the diameter of a circle whose circumference is 80
3: what is the proportion of the total area under the normal curve within plus or minus 2 standard deviations?
3: what is the probability that the student is a sophomore given he doesnt carry a credit card?
3: what is the probability that the student is a sophomore given he doesn't carry a credit card? class	credit card carrier	not a credit card carrier	total freshman	33	27	60 sophomore	6	24	40 total	39	61	100
3: what is the probability that a randomly chosen sample of glass will break at more than 586 mpa?
3: what is the probability of not drawing a green marble from a jar containing 7 red, 4 green, 3 white, and 9 blue marbles?
3: what is the principle of powers? describe in your own words. when solving a radical equation, how do we use the principle of powers to eliminate radicals? demonstrate with an example
3: what is the prime factorization of 28
3: what is the perimeter of a triangle with a hight of 12cm
3: what is the number of proper subsets in a three element set
3: what is the lowest of three consecutive numbers of 57
3: what is the length of each side of a 100.0 gram cube of platinum
3: what is the last digit(ones) of the product of the positive prime numbers less than50?
3: what is the last digit in the product 2
3: what is the inverse of x+3/x-8
3: what is the interest if you invest $6,000, rate at 8% per year and time is 2.5 years?
3: what is the height of a solid with a volume of 120 meters cube and area of 30 meters square
3: what is the fundamental counting principle of picking one consonant and one vowel
3: what is the factored form of 4x 2 12x 5
3: what is the exact area of a circle with a diameter of 31 inches
3: what is the equation in standard form of the line through (4,1) and (-2,3)
3: what is the equation in point-slope form of the line passing through (0, 5) and (–2, 11)?
3: what is the equation for if the sum of an integer and 7 is multiplied by 3, the result is 6 times the original integer
3: what is the equation for a parallel line
3: what is the domain of function f(x)=(x-3)(x+2) divided by (x+3)(x+2)
3: what is the domain and range of (8, 5), (-6, 4), (3, -2), (-6, 7)
3: what is the distance an airplane travels in miles and kilometers
3: what is the difference between the range and the domain of a function
3: what is the difference between intersecting and perpendicular lines? can two lines exist that are not intersecting or parallel
3: what is the difference between domain and range? describe a real life situation that could be modeled by function. provide feedback about your classmates' answers.
3: what is the difference between a rectangle and a parallelogram
3: what is the difference between a parallelogram and a rectangle
3: what is the difference between a domain and a range
3: what is the difference between a 'point estimate' and a 'confidence interval'?
3: what is the degree of interior angles of a regular six sided polygon
3: what is the cost of  markup dealer
3: what is the compound interest earned on $6,000 in three years if the interest is compounded semiannually at 12%.
3: what is the average speed of a car that travels 350km. in 5 hours?
3: what is the area of a square inscribed in a circle with radius 6
3: what is the area of a regular hexagon whose sides are each 12 inches long?
3: what is the answere to (y+6) (3y-4)
3: what is the answer to this equation 10y+5x=30
3: what is the answer to d=27 m'=
3: what is the answer to a two-digit whose product is 18 and the sum is 9
3: what is the answer to 6p+22=10
3: what is the answer to 5 x 0.1
3: what is the answer to 2(y-3)-y=-1
3: what is the answer for log(2x-1)=x+3
3: what is the age distribution of patients who make office visits to a doctor or nurse? the following table is based on information taken from a medical journal.
3: what is tge largest integer of 142
3: what is temporary substitution in algebra
3: what is simplified inequality?
3: what is range in algebra
3: what is my ip
3: what is log9 3?
3: what is less than a 1/4 of 12
3: what is i squared
3: what is exact value of the circle
3: what is a single fair die
3: what is a reference angle
3: what is a number line
3: what is a mathematical model? explain in your own words. what are some examples of mathematical models that we can use when working with quadratic functions?
3: what is a formula for a 30 sided shape
3: what is a correct final factored form
3: what is a area of a circle (6, 2) and (0,-6)
3: what is a 16 person jury
3: what is 7w/4+5=3w/10+1
3: what is 5x+12=79_8x
3: what is 3x+3=2x+9
3: what is 3n+7 5
3: what is 37.5 degrees celcius in farenheit
3: what is 2y+2x=4
3: what is 265.33 rounded to the nearest tenth?
3: what is 15x-12 as a function
3: what is -1 to the 4th power?
3: what is $100.70 with 6% off
3: what is  the x-intercepts of the parabola with vertex (6,27) and y-intercept (0,-81).
3: what happens to the area of a circle if you double the radius?
3: what graph represents the equation y= ∣x∣+2
3: what function describes the height, h in feet, of the rocket
3: what fraction is between 1/6 and 1/5
3: what does your solution represent
3: what does solve the powers mean
3: what does perform the indicated operations mean
3: what does n equal
3: what does it mean to refer to a 20 in tv set or 25 in tv set
3: what does integers
3: what does bedmas mean
3: what area of the lawn receives water trig
3: what are two consecutive whole numbers
3: what are two consecutive odd integers that sum is 116
3: what are their coordinates on a graph?
3: what are the x and y intercept for the linear equation 2x+3y=15
3: what are the steps of the laws of exponents
3: what are the slope and y intercept of the equation of 4x-3y=7
3: what are the benefits of using elimination when solving linear equations
3: what are real numbers algebra
3: what are rational expressions? why must we always be mindful of the final value of the denominator in a rational expression? for example, consider the rational expression 3x/(x2 – 16). of what values in the denominator must we be mindful? explain why.
3: what are different ways of solving 2/3-1/4*5/6*1/2
3: what are 12 ways to make 25 cents with dimes,nicles and pennies
3: what
3: wendy took a trip from city a to city b, a distance of 520 mi. she traveled part of the way by bus, which arrived at the train station just in time for wendy to complete her journey by train. the bus averaged 40 mi/h, and the train averaged 60 mi/h. the entire trip took912 h. how long did wendy spend on the train?
3: water is being pumped out of a pool. the number of gallons of water w left in the pool  at the time t  in minutes can be modeled by  w(t)=-7t+350.find the y intercept and explain what it represents in this problem
3: was the solution to 5a+3=15+2a
3: w^4-20w^2-2=0
3: w^4-14w^2-2=0
3: volume of hollow cylinder
3: volume of a cylinder on its side
3: vickie earns $20,000 a year as a bookkeeper. if she receives a rsise of 2% how could her new total salary be represented?
3: vertical line test using pencil
3: vertical asymptote of x^2-16x
3: vertical asymptote  y=4/x^2-6x+9
3: vertex of 2+2x+9
3: vertex form calculator
3: verify that parallelogram abcd with vertices a(-5,-1), b(-9,6), c(-1,5), and d(3,-2) is a rhombus by showing that it is a parallelogram with perpendicular diagnols.
3: verify tana= seca/csca
3: verify sin2x=2sinxcosx by expressing in exponential form
3: varies directly as the square root of
3: variations
3: value of log3
3: value of log 5
3: value of log
3: v=1/3bh for b
3: using the pythagorean the leg is 8 and the other using hypotenuse is 10 feet long
3: using the addition and multplication principles together
3: using graphing utilitie to approximate real solutions
3: using distributive property to rewrite expressions in an equivalent form
3: using distance to determine if a figure is a parallelogram
3: used to estimate the number of seconds to it takes a pendulum of lenth l meters to make one complete swing. graph the equation on a graphing calculator. then use the graph to estimate the values of t for pendulums of lengths 1.5 meters and 2.5 meters.
3: use the value of c you found in the previous question to determine how much the object would weigh in ii.	the top of mount mckinley (20,320 feet above sea level).
3: use the slope intercept form to graph the equation 3x-4y=12
3: use the part of the quadratic formula that you chose above
3: use the intercepts to graph the equation x+5y=10
3: use the graph to find the f(-3)
3: use the given conditions to write an equation for the line in point-slope form
3: use the foil mthod to find the product. (6x^3-9)(x^7-3)
3: use the equations from parts a and b of this exercise as a system of equations
3: use synthetic substitution to find the value of f(-2) for f (x)=x^3-3x^2-x-9
3: use synthetic division to show that x is a solution of the third-degree polynomial equation
3: use rational exponents to write
3: use discriminant to determine the number of real solutions
3: use an indirect proof to show that john exceeded
3: use a scatter plot to deternine the relationship between the x values and the y values.
3: use 4x^2 - y^2 - 8x - 4y + 16 = 0
3: usa today reports that about 25 of all prison parolees become repeat offenders
3: ur university
3: unit rate examples
3: unit digit of 57^n
3: unit conversion problems
3: under what circumstances can systems of linear equations have infinitely many solutions
3: uma wants to buy a video game system for $270. she has $60 and is saving $30 each week. solve the equation 30w + 60 = 270 to find how many weeks w it will take uma to save enough to buy the system.
3: u.s population less than high school
3: two truck are miles apart leave at the same time
3: two truck are miles 420 miles apart leave at the same time
3: two trains travel at right angles to each other after leaving the same train station at the same time. two hours later they are 85.44 miles apart. if one travels 29 miles per hour slower than the other, what is the rate of the faster train?
3: two trains a and b are traveling at a constant speed
3: two times a number less than four is greater than the same number +6 for what number or numbers is this true?
3: two thirds of a number is seven more than one fifth of that mumber
3: two surveyors with two-way radios leave the same point at 9:00 a.m., one walking due south at 5 mi/hr and the other due west at 5 mi/hr . how long can they communicate with one another if each radio has a maximum range of 5 miles? (round to the nearest minute.)
3: two surveyors with two-way radios leave the same point at 9:00 a.m., one walking due south at 4 mi/hr and the other due west at 3 mi/hr . how long can they communicate with one another if each radio has a maximum range of 10 miles?
3: two surveyors with two-way radios leave the same point at 9:00 a.m., one walking due south at 3 mi/hr and the other due west at 4 mi/hr . how long can
3: two surveyors with two-way radios leave the same point at 9:00 a.m., one walking due south at 1 mi/hr and the other due west at 2 mi/hr . how long can they communicate with one another if each radio has a maximum range of 6 miles?
3: two solutions that contain alcohol and is mixing them with each other. solution a is  alcohol and solution b is  alcohol. he uses  milliliters of solution a. how many milliliters of solution b does he use, if the resulting mixture is a  alcohol solution?
3: two sides of a ploygon are parallel line segments.what is the least number of sides the plogon could have?
3: two rectangles have the same width. the length of one is 2 feet longer than the width. the length of the other is 4 feet longer than the width. the larger rectangle has 8 more square feet than the smaller. what is the width of the rectangles?
3: two race cars are speeding around the racetrack at different speeds. one goes around the track in 2 minutes; the other goes around the track in 1½ minutes. how often does the faster car pass the slower car?
3: two planes leave miami at the same time
3: two planes leave chicago one traveling due east
3: two planes fly in opposite directions.  one flew speed of 350 km/h.  after nine hours, 4725 miles apart how fast did second plane fly
3: two planes 1350 miles apart
3: two perpendicular number lines are called
3: two of the top grossing
3: two numbers their sum is 6 and their product is 7
3: two numbers have the sum of... if one numer is x express the other number in terms of x
3: two number cubes rolled  find the probability the sum is 8 or less.
3: two negative consecutive integers whose product is 168
3: two isosceles triangles have the same base length
3: two fishing boat depart a harbor at the same time one traveling east the other traveling south. the eastbound boat travels at a speed of 3 mph faster then the southbound boat. after two hours the boats are 30 miles apart find the speed id the aouthbound boat
3: two dice are rolled. find the probability of getting a 5 on either die or the sum of both dice is 5.
3: two dice are rolled. find the probability of getting a 5 on either die or the sum of both dice is 5
3: two cyclists bird travelling at
3: two cars leave town at the same time traveling in opposite directions. one car travels at a rate of 60 miles per hour. the other car travels at a rate of 70 miles per hour. how long will it take them to arrive at a point where they are 650 miles apart?
3: two cars leave denver at the same time and travel in opposite directions
3: two cars leave a crossroads at the same time. one heads north at 50km/h and the other heads east at 70km/h. how far apart are the cars after 0.5h?
3: two cars leave a city and head in the same direction. after 7 hours, the faster car is 63 mile ahead
3: two bicycles depart from miami beach going in opposite directions. the first bicycle is traveling at
3: two angles are complementary. the sum of the measure of the first angle and half the second angle is 73
3: two angles are complementary the sum of the measure
3: twice a number is twenty-eight.
3: twenty-one is three times the difference between four times a number and five
3: twenty students randomly assigned to an experimental group receive an
3: trigonometry train question
3: trigonometric find side of triangle calculator for nkia 5230
3: triangular dog pen
3: triangles and its properties
3: triangle with an area of 54
3: trees in urban areas help keep air fresh
3: tree diagram of four children
3: traveling at 80 mph how long would it take to travel 320 miles?
3: travel word problems algebra
3: translate to an equation then solve
3: translate the following problems into algebraic equations.  it is not required that you solve the equations; simply translate them.  identify the variables, constants, and coefficients in each equation. make equations with only one variable and simplify the equation on both sides until there are no parentheses and like terms have been combined.42 is 40% of what number?
3: transformation of shape
3: trains a and b are traveling in the same direction on parallel tracks
3: totto, an automobile manufacturer has designed a radically new engine and wants to recommend
3: total value of the tokens in the two bags is £2500 how many are red and how many are blue?
3: total commercial time
3: tori invested 8000
3: topic 4 c area of rectangles d-52
3: today my is 1/3 my age
3: to subtract two rational expressions that have a common denominator, you simply _____ the numerators.
3: to find out how wide a river is, john and sally mark an x at the spot directly across from a big rock on the other side of the river.
3: to find an equation of a line perpendicular
3: to estimate animal populations, biologists count the total number of animals in a small section of a habitat. the total population of animals is directly proportional to the size of the habitat (in acres) polled.
3: to determine the number of deer in a game preserve, a conservationist catches 65 deer, tags them and let them loose. later, 370 are caught, 185 are tagged. how many deer are in the preserve?
3: to buy a laptop, susan receives a $2200 loan at a 5.2% annual interest rate on january 10. the loan is due may 15. the year is not a leap year.
3: to add paranthese in algebra
3: tire dealer sells two tires for as mich as he pays for three tires
3: tiling a kitchen need help with what square foot
3: tiling a floor by using algebra
3: through(4,2) parallel to y=-3/4x-5
3: three times the difference of a number and two
3: three individuals form a
3: three fourths of an ounce of medication are required for a 120 lb adult, at the same rate, how many additional ounces are required for
3: three cards are drawn from a deck of cards without replacement. find the probability of getting all jacks, all clubs and all red cards
3: this model is developed using a data set that starts in quarter  of  (i.e., the first time period  is associated with quarter  of ). use this model to forecast the total amount of power (in megawatt-hours) that will be used in quarter  of .
3: thirty gallons of 20% acid solution is needed for an experiement. only 40% and 10% acid solutions are available. how much of each should be mixed to form the needed solution?
3: there were 37 more $50 bills than $100 bills. also, the number of $20 bills was 6 times the number of $100 bills. if the total value of the money was $8870, find the number of each type of bill?
3: there were 155 people at the basketball game tickets were $2.50 for students and $4 for adults if the total mone recieved was $492.50 how many students and adults attended the game
3: there were 150 freshman and sophomores at the high school musical reese and her friends attended. freshman tickets were $2.00 each and sophomore tickets were $3.00 each. the receipts for freshman and sophomore tickets totaled $400. how many sophomores bought tickets?
3: there is just room for 5 more people to go on a trip, but 7 people want to go.  how many ways can 5 people be chosen for the trip?
3: there are two supplementary angles one is 78 degrees, what degree is the other one?
3: there are two circles, one is inscribed and another one is circumscribed over a square. what is the ratio of area of inner to outer circle?
3: the x-intercept of f(x) = log0.5 x is _____.
3: the workers' union at a certain university is quite strong. about  of all workers employed by the university belong to the workers' union. recently, the workers went on strike, and now a local tv station plans to interview a sample of  workers, chosen at r
3: the wildlife federation surveyed 290 san diego residents. the results are as follow: 44 had a membership to the birch aquarium
3: the width of a rectangle is 3ft less the length, the are is 4ft. find the length and width
3: the width of a rectangle is 3 c shorter than the length.if the rectangle has an area of 54 cm^2 what are the dimension of the rectangle?
3: the width of a rectangle is 2ft less than the length the area is 3ft^2
3: the width of a pryamid decreases by 1.57 m for each successive 1 m of height. if the width at a height of 1 m is 229.22m, what is the width at a height of 86 m?
3: the width is 3 times the length
3: the wheel shop answers
3: the web-based company oh baby! gifts has a goal of processing 95 percent of its orders on the
3: the volume v(n) of a cube when you know the length n of a side
3: the vertex of the parabola below is at the point (3, 2) and the point (4, 6) is on the parabola. what is the equation of the parabola?
3: the usual toll charge to use the bingham tunnel is 50 cents. if you puchase a special sticker for $5.50 the to how many trips through the tunnel are neede before the sticker costs less than paying for each trip separate
3: the usual toll charge to use the bingham tunnel is 50 cents.  if you purchase a special sticker for $5.50, the toll is only 35 cents.  at least how many trips through the tunnel are needed before the sticker costs less than paying for each trip separately?
3: the u.s. federal aviation administration reported that passenger revenues on international flights increased from $528 million in 1981 to $5,100 million in 2004. what is the geometric mean annual percent increase in international passenger revenues?
3: the transportation safety authority (tsa) has developed a new test to detect large amounts of liquid in luggage bags. based on many test runs, the tsa determines that if a bag does contain large amounts of liquid, there is a probability of 0.94 the test will detect it. if a bag does not contain large amounts of liquid, there is a 0.1 probability the test will conclude that it does (a false positive). suppose that in reality only 1 in 100 bags actually contain large amounts of liquid.
3: the total cost of x apples is b cents what is the general formula for the cost, in cents,of y apples
3: the total amount of money (in cents) in x nickels, (x+3) dimes, and 2x quarters. (hint: the value of a nickel is 5 cents, the value of a dime is 10 cents, and the value of a quarter is 25 cents)
3: the table list data regarding the average salaries of several professional athletes in the years 1991
3: the surface area of a cylinder is 200cm the diameter is equal to the height find the radius
3: the supplement of an angle is 26 more than five times its complement
3: the sum of two numbers that differ by 1
3: the sum of two numbers is twenty-one. twice the larger is four times the smaller
3: the sum of two numbers is 92. one fifth of the first number added to one half of the secnd number is 34. find the two numbers
3: the sum of two numbers is 84.the first number is 8 less than 3 times the other.find the two numbers
3: the sum of two numbers is 20. their difference is 4
3: the sum of two numbers is 20 and their difference is 10. find the product of the two numbers
3: the sum of two nimbers is 25. and their differnece is 7. find the numbers
3: the sum of two counting numbers is 91. half of one number is three times the other
3: the sum of two consecutive odd integer is less than 80.what are the largest possible values for the integers
3: the sum of two consecutive even integers is -390.find the larger interger
3: the sum of twice a number and seven
3: the sum of twice a number and 8 is 33
3: the sum of three consecutive odd integers whose sum is 87
3: the sum of three consecutive even integers is 264
3: the sum of the squares of two consecutive odd integers is 130. find the two integers.
3: the sum of the squares of two consecutive negative even integers is 100. find the integers
3: the sum of the numbers of two consecutive post office boxesis 547
3: the sum of the interior angle measures of a polygon is 1440
3: the sum of the digits of a two-digit number is 8. the value of the number is 2 less than 11 times the tens digit
3: the sum of the digits of a two digit number is 10.
3: the sum of the digits of a certain two-digit number is 7
3: the sum of four consecutive odd numbers is 224
3: the sum of four consecutive odd integers is more than five times the least of the integers. find
3: the sum of four consecutive even integers is three more thabn twice the second interger.f
3: the sum of a two digit number is 10 when the digits are reversed the new number is 36 more than the original number find the original number
3: the sum of a number and three is tripled the result is eight less than twice the number
3: the sum of a number and fourteen is less than or equal to three times the number
3: the sum of a number and 14 times its reciprocal is 9. find the number. answer
3: the sum of 84
3: the sum of 8 and a number
3: the sum of 37 and three times a number is 67. find the number
3: the sum of 3 consecutive numbers is 276
3: the sum of 2 number is 28
3: the sum and the product of the mean amd variance of a binomaial are 24 and  128 respectively. find the distribution.
3: the steps to solve conic sections
3: the square of a number plus two times the number is 143. what is the number?
3: the square of a number is 10 less than 7 times a number. find the number
3: the spoke of a wheel reaches from the center of the wheel to its rim. if the circumference of the rim of the wheel is 48 inches, how long is each spoke? use 3.14 for π, and round your answer to the nearest hundredth
3: the speed of train a is 16 mph slower
3: the speed is the miles per hour and the distance is in feet
3: the solutions to a quadratic equation are also called zeros can you explain why
3: the solutions of  5x+x(x-1)
3: the solution to 0.5x +6 <= 0.9x -3
3: the side of a large tent is in the shape of an isosceles triangle whose area is 54ft
3: the set of all upper triangular n x n matrices is a subspace w find a basis for w
3: the senior classes at high school a and high school b planned separate trips to new york city. 16 vans 5 buses
3: the senior classes at high school a and high school b
3: the second hand of a clock is 3 cm long. how far does the tip travel in 2 minutes 15 seconds
3: the second angle of a trianglar kite is four times as large as the first. the third angle is 25 degrees more than the sum of the other two angles. find the measure of the second angle. the measure of the second andle is?
3: the second angle in the triangle is half as large as the first. the third is three times as large as the second.
3: the second angle in a quadrilateral is eight times as large as the first angle . the third angle is half as large as the second. the fourth angle is as large as the first angle and the second angle combined. find the angle measures in the quadirlateral
3: the sample mean is 12 for a sample of 36.  the population standard deviation is 3.  use the .02 significance level.
3: the sample has size 15, and it is from a normally distributed population with a known standard deviation of
3: the rectangle is twice as long as it is wide -what does this mean?
3: the reciprocal of a number plus the reciprocal of twice the number equals 3/10 find the number
3: the ratio of the age of a gentleman and his wife is 4:3.after 4 years this ratio will be  9:7.if at the time of marriage their ratio was 5:3.how many years ago were they married?
3: the ratio of men to women in a certain factory is 3 to 4 there are 216 men how many workers are there?
3: the ratio of incomes of two persons is 9:7 the difference in thier weekly incomes is 200$ what are thier weekly incomes
3: the random variable x represents the number of boys in a family of three children. assuming that boys and girls are equally likely, construct a probability distribution
3: the radius of one circle is twice the size of another circle radius. is the area
3: the quotient of a number and 5, less  10, is 3
3: the proportion of junior executives leaving large manufacturing companies within three years is to be estimated within 3 percent. the 0.95 degree of confidence is to be used. a study conducted several years ago revealed that the percent of junior executives leaving within three years was 21. to update this study, the files of how many junior executives should be studied?
3: the profit made from the sale of tiles is found by subtracting the costs from the revenue
3: the profit function for wanamaker trophies
3: the product of two consecutive positive integers is 1 more than their sum. find the two integers.
3: the product of two consecutive odd numbers is 399
3: the product of two consecutive odd integers is 143
3: the product of two consecutive integers is 240.  find the integers. (consecutive means following, like 11, 12). you must show your work to receive credit on this one (i.e. no guessing).
3: the product of two consecutive even integers is 28 more 10 times
3: the product of three positive, consecutive odd integers is 15 times their sum.  find the three integers.
3: the product of 49% and some number
3: the price of shares of bank of florida at the end of trading each day for the last year followed the normal distribution. assume there were 240 trading days in the year. the mean price was $42.00 per share and the standard deviation was $2.25 per share
3: the price of an instazoom camera increased from $75 to $90. find the percent of increase in price.
3: the postanesthesia care area (recovery room) at st. luke’s hospital in maumee, ohio,
3: the postanesthesia care area (recovery room) at st. luke's hospital in maumee, ohio, was recently enlarged.  the hope was
3: the postanesthesia care area (recovery room) at st lukes hospital in maumee ohio was recently enlarged.  the hope was with the enlargement  the mean number of patients
3: the players on last year’s football team at state college were able to bench press a mean of 312 lb. coach juarez made it clear to the players during spring training that the team’s average best lift had to improve. a special weight-training program
3: the pitch of a roof is the ratio of the rise to the half-span. if a roof has a rise of 6 feet and a span of 30 feet, what is the pitch?
3: the perimiter of a regulation tennis court is 210 feet and the length is 3 feet less than 3 times the width
3: the perimiter of a rectangle is twice the sum of its length and its width. the perimeter is 16 meters and its length is 2 meters more than twice its width. what is its lenght?
3: the perimetet of a rectangle is 114 feet.  its length is three more than twice its width.  find the dimension of the rectangle.
3: the perimeter of the driveway is 168 feet. the length is 12 feet longer than 3 times the width. what are the dimensions of the driveway
3: the perimeter of a trapezium is 52cm.its non parallel sidesare 10cm each and its altitude is 8cm ,find its area
3: the perimeter of a rectangular garden is 98 feet. the length of the garden is 4 feet more than twice the width. what is the length of the garden?
3: the perimeter of a rectangle is yards and the width is only yards less than the length
3: the perimeter of a rectangle is 54 m. the width is 3m less than twice the length. find the dimensions of the rectangle.
3: the perimeter of a rectangle is 280 meters.  express the area a as a function of the length l, and state the domain of this function
3: the perimeter of a rectangle is 146 inches
3: the perimeter of a paved area being built at a playground is going to be 46 meters. if the length and width are each a whole number of meters. what should the length and width of the area be to cover the greatest possible area
3: the perimeter of a parallelogram is 48 inches and the ratio of the lenghts of the sides is 3:5 . what are the lengths of the sides
3: the perimeter of a cross section of a two-by-four
3: the perimeter is 70 feet find the width w of the length l is 20 feet
3: the owner of a stereo store wants to advertise that he has many different sound systems in stock. the store carries
3: the origin of algebra
3: the odds in favor of a horse winning a race are posted as 4:3. find the probability that the horse will lose the race.
3: the numerator of a fraction is 1 more than the denominator. if the numerator and the denominator are both increased by 2, the new fraction will be
3: the numerator of a certain fraction is 3 times the denominator
3: the number of non-text books read by college students ranges from 7 to 49. using b as the
3: the number of cell phone minutes used by high school seniors follows a normal distribution with a mean of 500 and a standard deviation of 50. what is the probability that a student uses fewer than 600 minutes?
3: the number of calories needed each day by a moderately activr man who weighs h kilos
3: the number of americans who were members of a health club was 42.7 million.  this was an increase of 106% from the number of health club members in 1990.  how many americans were health club members in 1990?
3: the measures of two supplementary angles are in the ratio 5:13. find the measures of each angle
3: the measures of two angles are in the ratio 5:3.  the measure of the larger angle is 30 greater than half the difference of the angles.  find the measure of each angle.
3: the measures of the angles of a triangle are in the extended ratio 2:2:8. what is the measure of the smallest angle
3: the measure of the angles supplement is 10 more than three times that of its conplement
3: the measure of an interior angle of a regular polygon is four times the measure of an exterior angle of the same polygon. what is the name of the polygon?
3: the measure of an angle is 20 less than 19 times the measure of its supplement
3: the measure of an angle is 12 less than twice the measure of its supplement. what is the measure of the angle
3: the measure of a supplement of an angle is 12 greater
3: the maximum error of estimate is a function of three factors: the level of confidence, sample size and standard deviation. t-f, and why or why not?
3: the mass of uranus is about 8 7x10 22
3: the main engine alone on a rocket can consume the alloted fuel supply in two-thirds the time it takes the auxiliary
3: the louisiana superdome covers an area of 363,000 square feet. find the diameter of this round arena
3: the longest side of a triangle is twice as long as the shortest side
3: the lines represented by the equations y+1/2x=4 and 3x+6y=12 are
3: the line that passes through point (-1,4) and the point (6,y) has a slope of -2.?
3: the letter m add 3 straight lines to get 9 triangles
3: the lengths of the sides of a triangle are given. classify each triangle as acute, obtuse, or right.
3: the lengths between of two sides of a triangle are 15 in each the side measures 10 in what type of triangle is this in geometric terms
3: the length of a tectangle is twice the width, the area is 8yd^2, find the length and width
3: the length of a rectangular sign
3: the length of a rectangular floor is one meter less than twice its width. if a diagonal of the rectangle is 17 meters, find the length and width of the floor.
3: the length of a rectangle is twice the width.  the area is 242 yd^2. find the length and the width
3: the length of a rectangle is 3 meters more than its width. if the area is 88 square meters, what are the length and width?
3: the length of a rectangle is 3 cm more than the width. the area is 70
3: the length and width of a rectangle that measures 8 inches by 6 inches are both increased by the same amount. the area of the larger rectangle
3: the leadt and greatest numbers in a list of 7 real numbers are 2 and 20
3: the latent heat of fusion for ice is 79.8 cal gram how much
3: the larger of two numbers is 8 more than twice the smaller the sum of the numbers is 10 less than three times the larger find the numbers
3: the larger number exceeds three times the smaller number by 4
3: the intercepts form
3: the intake pipe can fill a certain tank in 6 hours when the outlet pipe is closed, but with the outlet pipe open, it takes 9 hours.  how long would it take the outlet pipe to empty a full tank?
3: the instructor of an introductory computer course want to make a wall chart
3: the hypothenuse of a right triangle is 1 cm longer than one side
3: the hypotenuse of an isosceles right triangle measures 15 feet. find the area
3: the hypotenuse of an isosceles right triangle measure 15 feet .find the area
3: the hypotenuse of a right triangle is 13 feet long. one leg of the triangle is 3 feet longer than the other leg. find the perimeter of the triangle
3: the hudson river flows at a rate of 3 miles per hour
3: the greater pittsburgh area chamber of commerce wants to estimate the mean time workers who are employed in the downtown area spend getting to wotk
3: the greater of two numbers is 5 more than the smaller
3: the great kaliningrad circus answer
3: the good seed flower shop sells its own brand of fertilizer. it mixes one brand of fertilizer that contains 7% nitrogen with another than contains 8% nitrogen. the resulting mixture contains 7.7% nitrogen. how many pounds of the 8% fertilizer must be used to make 200 pounds of the 7.7% mixture?
3: the gcf of 8x^6+32x^3
3: the function p d 1+d 33
3: the friendly national bank holds $50 million in reserves at its federal reserve district bank. the required reserves ratio is 12 percent.
3: the formula r=√5l can be used to approximate the speed r, in miles per hour, of a car that has left skid marks of length l. in feet. how far will a car skid at 70 mph?
3: the formula r 2sqrt5l 60mph
3: the formula b=31 is used in new england to estimate the minimum furnance out put, b, in btu's, for a modern house with the amount of square feet of flooring, a.
3: the following graph shows the depreciation for the corporate airplane from 2006
3: the following graph shows how a 4-color web printing press depreciates from the year 2006 to the year 2010. it was purchased new in the year 2006; therefore x = 0 represents the year 2006.
3: the federal government recently granted funds for a special program designed to reduce crime in high-crime areas.  a study of the results of the program in eight high-crime areas of miami, florida, yielded the following results.
3: the excursion boat on the river takes 2½ hours to make the trip to a point 12 miles upstream and to return. if the rate at which the boat travels in still water is 5 times the rate of the river current, what is the rate of the current?  which of the following equations can be used to solve for c, the rate of the current?
3: the everton college store paid $1911 for an order of 49 calculators. the store paid $9 for each scientific calculator. the others all graphing calculators cost the store $58 each. how many of each type of calculator was ordered
3: the equation d=1.2sqh gives the distance, d, in miles that a person can see to the horizon from a height, h, in feet
3: the equation d=1.2^h gives distance, d, in miles that a person can see to the horizon
3: the equation d=1.2  gives the distance d in miles that a person can see to the horizon from a height h in feet.
3: the equation a = 640 s gives the relationship between s square miles and a acres. pam owns 7.5 square miles of farmland. how many acres does she own
3: the drama club is selling tickets to its play.  an adult ticket costs $15 and a student ticket  costs $11.  the auditorium will seat 300 ticket-holders.  the drama club wants to collect at least  $3630 from ticket sales.     a)  write and graph a system of four inequalities                   that describes how many of each type of ticket the club must sell to meet its goal.
3: the drama club is selling tickets to its play.  an adult ticket costs $15 and a student ticket  costs $11.  the auditorium will seat 300 ticket-holders.  the drama club wants to collect at least  $3630 from ticket sales.     a)  write and graph a system of four inequalities                   that describes how many of each type of                    ticket the club must sell to meet its goal.
3: the dot product of vector v and vector w if:
3: the distance between x and 10 is no more than 8.
3: the distance (d) a boat travels equals its rate times the time (t) it travels. an equation for a boat traveling at a rate of 24 mph is d = 24t. write an ordered pair (d,t) that is a solution to this equation
3: the differnce between two numbers is 25
3: the difference between the product of four and a number and twice the number
3: the difference between six times a number
3: the difference between five times a number and 20 equals the sum of the number and 40.find the number?
3: the differecnce between five and twice a number is one.
3: the diagonal of a rectangle measures 20cm
3: the denominator of a fraction is an integer that is one greater than the numerator. a second fraction is the reciprocal of the integer that is one less than the numerator of the first fraction. if the product of the two fractions is 3/8, identify the first fraction.
3: the denominator is 3 larger than the numerator. if 3 is subtracted from the numerator the value of the fraction is one fourth
3: the cost incurred by a trucking company vary jointly
3: the concentration in the year 2000 was greater than ithad been at any time in the previous 160,000 years.
3: the clarke family went sailing on a lake.  their boat
3: the carpenter is building a rectangular room with a fixed perimeter of 296 ft
3: the cardinal number of the set { cow, horse, goat, chicken, rooster} is ___.
3: the base of a prism is a triangle whose base is 6 ft and whose height is 12 ft. if the prism is 5 ft high, what is its volume (in cubic feet)?
3: the average number of cucumber seeds in a package is 25
3: the area of a trapezoid is 39 square meters.one base is 4 meters long.find the height
3: the angle of elevation from the tip of the shadow of a 12-foot flag pole to the top of the pole is 60 degrees. how far is it from the tip of the shadow to the top of the pole? round your answer to the nearest tenth of a foot
3: the american sugar producers assn. wants to estimate the mean yearly sugar consumption. a sample of 16 students reveals the mean yearly consumption to be 60 pounds with a standard deviation of 20 pounds
3: the american automobile association (aaa) reports that of the fatal car and truck accidents, 54% are caused by car driver error. if 3 accidents are chosen at random, find the probability that
3: the american automobile association (aaa) reports that of the fatal car and truck accidents, 54% are caused by car
3: the altitude to the hypotenuse of a right triangle divides the hypotenuse of a right triangle
3: the age of betty's mother is 6 years more than four times betty's age. the difference in their ages is 21 years. how old is betty and her mother? show the linear equation in one variable used to solve it and then show and explain each step in solving that equ
3: the access code to a house's security system consists
3: the $75 cost for a party was to be shared equally by all those attending
3: that's a different7
3: tell which equation you would use to isolate a variable
3: television sets. what does it mean to refer to a
3: tan^2 3x=3
3: tan5pi/3
3: tan3x=1
3: tan15
3: tan(5pi/3
3: tan x = 1
3: tan a= 1over the square root of 3 find the two values of a
3: tan 75 degrees exact value
3: tan 30 degrees exact value
3: tammy's bedroom is 12 feet by 12 feet. she plans to divide the room into two halves along the diagnol. she plans to carpet one half the room with black carpet and the other half with white. how many square feet of black carpet will she need?
3: talk to robot
3: take any number except for 1 square that number and then
3: take any number except for 1
3: t^2-13/t-4
3: t + 12/t - 8=0
3: systems word problems
3: systems of equations can be solved by graphing, using substitution, or elimination. what are the pros and cons of each method? which method do you like best? why? what circumstances would cause you to use a different method?
3: systems of equations can be solved by graphing or by using substitution or elimination. what are the pros and cons of each method?
3: systems of equations by graphing
3: system of linear equations word problems
3: system of linear equations has a solution 1,2. the first line passes through the point 3,0. the second line passes through the origin. find and equation of each line in slope intercept form
3: system of equations word problems
3: system of equations with 2 integers
3: system of equations substitution solver
3: system of equation word problems
3: system of equation by graphing
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3: suzanne quast
3: surface area questions
3: surface area of a square if it is 15 inches talk, 3 feet long, and 18 inches wide
3: surface area of a rectangular box
3: surface area of a equilateral triangular prism
3: suppose you want to increase the fenced play area to four times its current area. if you can reuse the fencing already at the park, how much new fencing do you need to buy?
3: suppose you are an event coordinator for a large performance theater. one of the hottest new broadway musicals has started to tour, and your city is the first stop on the tour. you need to supply information about projected ticket sales to the box office manager. the box office manager uses this information to anticipate staffing needs until the tickets sell out. you provide the manager with a quadratic equation that models the expected number of ticket sales for each day x. (  is the day tickets go on sale).
3: suppose you are an event coordinator for a large performance theater. one of the hottest new broadway musicals has started to tour and your city is the first stop on the tour. you need to supply information about projected ticket sales to the box office manag
3: suppose you are an event coordinator for a large performance theater.
3: suppose there are two cubes, with the first cube having a side of h, and the second cube having a side of 5h. what is the relation of the volume of the first cube to the volume of the second?
3: suppose there are 10 multiple choice questions on a quiz.each question has three choice a, b, c
3: suppose the store owner actually pays $2.00 for each copy of the magazine and the price to customers is $4.00. if magazines left at the end of the week have no salvage value, is it better to order three or four copies of the magazine? [hint: for both three an cramster]
3: suppose the store owner actually pays $2.00 for each copy of the magazine and the price to customers is $4.00. if magazines left at the end of the week have no salvage value, is it better to order three or four copies of the magazine? [hint: for both three an
3: suppose that we agreed to pay you 8 cents for every problem in this chapter that you solve correctly and fine you 5 cents for every problem done incorrectly
3: suppose that the functions  and  are defined for all real numbers  as follows
3: suppose one of your ancestors invested in 500 in 1800 in an account paying 4% intrest compounded annually . find the account  balance in each of the following years
3: suppose an x distribution has mean  = 7.  consider two corresponding    distributions, the first based on samples of size n = 81 and the second based on samples of size n = 25. for which    distribution is p( > 8) smaller?
3: suppose an uphill road sign indicates a road grade of 9%. what is the angle of elevation of the road?
3: suppose a market research company finds that at a price of p=$20
3: suppose a ball is thrown straight up at a speed of 50 feet per second. the time in seconds that it takes for the ball to hit the ground can be found by solving the equation 5 + 50t - 16t2 = 0. approximately how long does it take for the ball to hit the ground?
3: suppose 1.5 percent of the antennas on new nokia cell phones are defective.  for a random sample of 200 antennas are defective.  for a random sample of 200 antennas, find the probability that three or more of the antennas are defective.
3: suppose $10,000 is invested at an annual rate of 5% for 10 yr
3: supply equation
3: supplementary angle of a 40 degree angle has how many degrees
3: supplementary angle of a 40 degree angle
3: sunshine truck rental rents a truck
3: sum of two numbers is 4 less than twice the larger.if larger is decreased by 3 times the smaller, the result is-20. find numbers.
3: sum of 33333333334 to the second power
3: sum of 2 numbers is 25
3: sue can paint a house in 4 hours. john can paint it in 8 hours. how long will it take both together
3: substitution method x-y=2 4x-3y=11
3: substitution compute expression given values
3: substitiution method
3: subscript on calculator
3: students in an english class took a final exam. they took equivalent forms of the exam at monthly intervals thereafter. the average score s(t), in percent, after t months was found to be given by s(t) = 68 – 20 log(t +1), t ≥ 0
3: story problem function that model given conditions
3: steps for finding slope given a graph
3: step by step process to solve a radical equations
3: step by step algebra
3: statistics the accompanying table shows the percentages of residents
3: statistics pepsi taste problem results
3: state the slope and y intercept
3: state the possible number of positive real zeros negative real zeros and imaginary zeros
3: state the ordered pair that satisfies the equation 2x-5y
3: state the number of positive real zeros, negative real zeros, and imaginary zeros for g(x)=9x^3-7x^2+10x-4
3: state the null hypothesis ho and the alternative hypothesis ha that would be used for a hypothesis test of the following:  the mean age of the students enrolled in evening classes at a certain college is greater than 26 years.
3: starting from rest, a boulder rolls down a hill with constant acceleration and travels 4.00  during the first second.
3: standard form solver
3: standard form of a hyperbola
3: standard form equation given in slope-intercept form
3: standard deviation solver
3: standard deviation
3: squared deviation of 3.0, 3.4, 2.6, 3.3, 3.5, 3.2,
3: square root with plus sugn over minus
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3: square root of 84 simplified
3: square root of 4x-64=6 square both sides of the equations
3: square root of 45
3: square root of 300 simplified
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3: square of 2x-5
3: sqrt(cos(x))*cos(300x)+sqrt(abs(x))-0.7)*(4-x*x)^0.01,sqrt(6_x^2,-sqrt(6-x^2)from-4.5to4.5
3: sqrt(cos(x))*cos(300 x)+sqrt(abs(x))-y.7)*4-x*x)^0.01,sqrt(6-x^2),-sqrt(6-x^2)from-4.5to4.5
3: sqrt a^4b^6
3: sqrt 80a^2b
3: splotchy the robot
3: special right triangles rules
3: soybean meal is 16% protein; cornmeal is 8% protein.how many pounds of each should be mixed together in order to get 320-lb mixture that is 12% protein?
3: sound engineers studied factors that might affect the output
3: some types of worms have a remarkable ability to live without moisture. the following table from one study shows the number of worms
3: some students were asked if they carry a credit card. here are their responses.
3: some students were asked if they carry a credit card. here are the responses
3: some friends decider to make a week - long bike trip
3: some doctors are ther formula nd= 1.08 t
3: solving systems: 3x=2y-16, 4x-y=-13
3: solving systems of equations calculator
3: solving systems by substitution online calculator
3: solving systems by graphing solver
3: solving systems by elimination calculator
3: solving system of equations by substitution
3: solving simultaneous equations
3: solving radical equations algebra
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3: solving linear systems by substitution calculator
3: solving linear systems by elimination
3: solving linear equations by elimination calculator
3: solving inequalities by adding or subtracting
3: solving h=-16t^2-v0t
3: solving for x in polygons
3: solving and graphing systems of equations calculator
3: solving age problems in algebra
3: solving a word problem using a quadratic equation with rational roots
3: solving 8-w/10 = 3/5
3: solver fraction solver
3: solve:3 men and 5 women can do a work in 12 days.how long will 6 men and 5 women take to do it?
3: solve y=x-2 and x+y=10 by graphing
3: solve y=3x+3
3: solve xy=-15 and x+y=2
3: solve x^2+7x-1=0
3: solve x^2+18x+81=25
3: solve x^2+14x-4=0
3: solve x=1/2y+3, 2x-y=6
3: solve x2-x+41
3: solve x-y=-1 and 2x+2y=10 by substitution
3: solve x-3y=6
3: solve x y z equations
3: solve using the elimination method 4x+8y=16,-2x+5y=55
3: solve using the addition and multiplication principles 24>10-2x
3: solve the system:x+6y=24,-6x+5y=-21
3: solve the system of equations by graphing x+y=8 x-y=8
3: solve the system of equations by graphing x+y=3 x+y=-1
3: solve the system by substitution 8x + 2y = -2 y = -5x + 1
3: solve the system by graphing
3: solve the question 5- 4, -4v-6e , y-1 , -1+u
3: solve the problem by method of substitution
3: solve the problem a path of width 3 metres runs around and out side of a square plot of side 24  metres.find the area of a path?
3: solve the inequality and represent your answer in set builder notation 30x-24>6(4x-1)
3: solve the inequality 2(x + 6)  3x - 2 and show all of your work. you can use >= to represent the greater than or equal to symbol.
3: solve the following system equation x+y=6, x-y=-2
3: solve the following equation in the complex number system. 5x^5+32x^4-5x-32=0
3: solve the following equation 3t-5 t-1 2+2t 1-t
3: solve the following algebraically, trial and error is not
3: solve the following -2+5=
3: solve the equation w=cr-2
3: solve the equation w cr 2
3: solve the equation in the real number system
3: solve the equation for r
3: solve the equation by graphing
3: solve the equation by factpring x2+4x-77=0
3: solve the equation  1296 x  = 6
3: solve system of equations by graphing
3: solve system of equations and choose the correct ordered pair
3: solve sin equation
3: solve quadratic expressions
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3: solve math problems
3: solve logx+log(x-3) =1
3: solve log(4x-1)= log(3x+2)
3: solve linear systems by substitution
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3: solve linear equations online
3: solve four times the sum of a number and two increased by three is at least twenty-seven
3: solve for x. x^2+18x+4=0
3: solve for x- 7x+2y=5
3: solve for x 10x greater than -7+3x
3: solve for x
3: solve for a 1 2bh
3: solve equation with rational exponents (x-4)^3/2=27
3: solve ellimation
3: solve each system by elimination solver
3: solve each of the following systems, if possible.  indicate whether the system has a unique solution, infinitely many solutions or no solution.
3: solve each equation. check for extraneous solutions. 7+sqrt2x-1=10
3: solve each equation. check for extraneous solutions.
3: solve e.05t=1600
3: solve by the elimination method. 5x+6y=5, 10x+12y=10
3: solve by substitution calculator
3: solve by completing the square m^2-9/2m=3/2 the solutions are?
3: solve by appropriate substitution
3: solve an absolute value with a negative sign on the outside
3: solve a = 2r – 6p for p
3: solve 90=(x-10) +(x+2)
3: solve 9 - 7/10
3: solve 7x -5 < 3x -1
3: solve 7/w=8/w-1/3
3: solve 64-x^3=0
3: solve 60*(5/18) with steps
3: solve 4x=0.5
3: solve 4x/5+3/2=2x
3: solve 3x^2=15
3: solve 3x/x-1=2
3: solve 3x+3y<-18
3: solve 3-6n-4<17
3: solve 3 (d-2) - 2d>16
3: solve 2w^2+7w+3=
3: solve 2log4-log3+2logx-4=0
3: solve 2a+3b=11
3: solve 1\y-1/5y+1\y+1=5\2y
3: solve 12 r^2  r -6 = 0
3: solve 10x^4-11x^2+3=0
3: solve -3x+2y=17
3: solve -1.5(-4x +12)= 6x -18
3: solve (x+15)(x-19)(x+2)>0
3: solve (s+3)^2=9 algebrator
3: solve (8,-7) 8x + 9y = 7
3: solution with irrational number
3: solution to 2x-y=-3
3: solution of three numbers are in arithmetic progression
3: solution five difference 2
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3: sketch the region given by the set  .
3: six more than four times some number
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3: six basic colors are to be used in decorating a new condominium. they are to be applied to a unit in groups of four colors. one unit might have gold as the principal color, blue as a complementary color, red as the accent color and touches of white. another unit might have blue as the principal color, white as the complimentary color, gold as the accent color and touches of red. how many different units can be decorated?
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3: simple question but big one on average age.sth like a, b, c weighted separately 1st a, b, c ,then a& b, then b & c ,then c & a at last abc, the last weight was 167,then what will be the average weight of the 7 reading?
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3: roberto invested some money at 7%, and then invested $4000 more than twice this amount at 12%. his total annual income from the two investments was $4820. how much was invested at 12%?
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3: review section 10.2 (p. 692) of your text. describe two laws of exponents and provide an example illustrating each law. explain how to simplify your expression. how do the laws work with rational exponents? provide the class with a third expression to simplify that includes rational (fractional) exponents
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3: question 241888: bayside insurance offers two health plans. under plan a, giselle would have to pay the first $200 of her medical bills, plus 30% of the rest. under plan, giselle would pay the first $240, but only 20% of the rest. for what amount of medical bills will plan b, save giselle money? assume she has over $240 in bills.  giselle would save with plan b if she had more than__ in bills?
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3: quadratic equations, which are expressed in the form of ax2 + bx + c = 0, where a does not equal 0, may have how many solutions
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3: quadratic equations may be solved by graphing, using the quadratic formula, completing the square, and factoring. what are the pros and cons of each of these methods? when might each method be most appropriate? which method do you prefer?
3: quadratic equations may be solved by graphing, using the quadratic formula, completing the square, and factoring. what are the pros and cons of each of these methods? when might each method be most appropriate?
3: quadratic equations may be solved by graphing, using the quadratic formula, completing the square, and factoring. what are the pros and cons of each of these methods?
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3: prove the diagonals of a parallelogram bisect each other
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3: position vectors:a stationery observer o observes a ship s at noon qt point whose co-ordinate is relative to o with points (20,15).the ship is moving at a steady speed of 10km/hr on a bearing of  150°. (a) express velocity as a coloumb vector. (b) in terms of t write it's position after t hours (c) find the value if t when it is dye east if o.(d) how fr is ir from o at this  instant
3: porportional rates
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3: pay attention to the units of measure. you may have to convert from feet to miles several times in this assignment. you can use 1 mile = 5,280 feet for your conversions.
3: paul order a pizza. chef carl randomly chooses two different toppings to put on the pizza from the following: pepporini, onion, sausage, mushrooms, and achovies. if paul will not eat a pizza with mushrooms, determine the probablility that paul will not eat the pizza chef carl has made
3: part 1: decide whether you would use the graphing, substitution, or elimination method to solve the following system of equations. explain, in complete sentences, why you chose that method.
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3: one personality test available on the world wide web has a subsection designed to assess the honesty of the test-taker. after taking the test and seeing your score for this subsection, you're interested in the mean score, , among the general population on this subsection. the website reports that  is , but you believe that  differs from . you decide to do a statistical test. you choose a random sample of people and have them take the personality test. you find that their mean score on the subsection is  and that the standard deviation of their scores is .
3: one of two complementary angles is 14 degrees larger than the other. find the measure of each of the angles.
3: one of the most exciting plays in basketball is the dunk shot. the amount of time t that passes from the moment a player leaves the ground, goes up, makes the shot, and arrives back on the ground is called the hang time. a function relating an athlete's vertical leap, v, in inches, to hang time t, in seconds is given by
3: one number x is twice a second number y
3: one number is four less than another. the difference of twice the smaller number and five times the larger number is -11. what are the numbers
3: one leg of a right triangle is 6 in. longer than the other leg
3: one hundred women were polled and 60
3: one hundred players entered a single elimination tennis tournament. how many matches were played to determine the overall champ?
3: one hundred gallons of 70% disinfectant
3: one fourth a year
3: one cubic foot of water equals about 7.5 gallons.  how many gallons of water are in this lake?
3: one cubic centimeter of aluminum weighs 2.7 grams. if a piece of aluminum foil weights 5.4 grams, find the volume of the aluminum foil.
3: one card is selected from a deck of playing cards. determine the probability of selecting a card greater than 9 or a black card.
3: on the first part of a 317 mile trip
3: on december 31, 1995, a house is purchased with the buyer taking out a 30-year $90,000 mortgage at 9% interest compounded monthly. the mortgage payments are made at the end of each month. calculate the amount of the monthly payment.
3: on an exam with a mean  of m=82, you obtain a score of x = 86.  would you prefer a standard deviation of s = 2 or s = 10?
3: on a round trip 252 miles in each direction the average rate of travel was going 7 mph more than the rate returning. find the rate for each direction if the entire trip took 21 hours
3: on a math test 12 students earned an a
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3: on a coordinate graph, celeste places a red marble at the point (2, 2) and a green marble at the point (4, 1). if she draws a line that passes through both of these points, which set of coordinates represents the x- and y-intercepts of the line?
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3: number of americanss were members of health club was 42.7 million. this was an increase of 106% from number of members in 1990. how many americans were members in 1990
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3: next-door neighbors bob and jim use hoses from both houses to fill bob's swimming pool. they know that it takes 12 h using both hoses. they also know that bob's hose, used alone, takes 50% less time than jim's hose alone. how much time is required to fill the pool by each hose alone?
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3: newport and vernonville are 176 miles apart. a car leaves newport
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3: n solving the equation (x + 1)(x – 2) = 4, eric stated that the solution would be x + 1 = 4 => x = 3 or (x – 2) = 4 => x = 6 however, at least one of these solutions fails to work when substituted back into the original equation. why is that? please help eric to understand better; solve the problem yourself, and explain your reasoning
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3: my father-in-law used to have a garden in our backyard. we worried about him weeding the whole garden by himself so we usually sent one of our children out to help. now, if my son worked on the garden by himself it would take him 3 1/2 hours longer to weed th
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3: most air travelers now use e-tickets. electronic ticketing allows passengers to not worry about a paper ticket, and it costs the airline companies less to handle than paper ticketing. however, in recent times the airlines have received complaints from passengers regarding their e-tickets, particularly when connecting flights and a change of airlines were involved. to investigate the problem an independent watchdog agency contacted a random sample of 20 airports and collected information on the number of complaints the airport had with e-tickets for the month of march. the information is reported below.
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3: megan factored the expression  as . but when jacob applied the foil principle and multiplied out , he got ; thus, megan’s solution does not appear to check. why is that? please help megan to understand this better. explain your reasoning and correctly factor the original expression, if possible. if the expression is prime, so state.
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3: m = q(2 + n)  solve for n
3: louis makes $30 for each yard he mows and $20 for each lawn he weeds. he wants to make at $150 each week. write an inequality to represent this situation.
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3: loren drove 200 miles at a certain rate, and his wife, lois, drove 100 miles at a rate 10 mph slower. if loren had driven for the entire trip, they would have arrived 30 minutes sooner. what was loren's rate?
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3: list all possible rational zeros for the polynomial below. find all real zeros of the polynomial below and factor completely. please show all of your work.f(x)=2x^4-13x^3-17x^2+145x+75
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3: let p represent the statement, jim plays football, and let q represent michael plays basketball. convert the compound statements into symbols.
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3: lesley has a gift card worth $500 for a local entertainment store. movies cost $20 each and newly released video games cost $50 each. in order to use the gift card, lesley must purchase at least eleven items. which is a combination of movies and newly released video games that lesley could purchase using his gift card?
3: length of rectangle is 6 cm less than twice its width its area is 108cm
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3: kareem purchased a leather jacket for $800 with his new credit card. he budgeted $50 a month to pay toward the debt. when he read the fine print on the credit card statement, he saw that for each month he owed a balance, a finance charge of $17.50 would be added. if kareem pays $50 per month, how much money will the jacket actually cost?
3: kareem purchased a leather jacket for $800 with his new credit card. he budgeted $50 a month to pay toward the debt. when he read the fine print on the credit card statement, he saw that for each month he owed a balance, a finance charge of $17.50 would be added. how many months will kareem require to pay off the leather jacket?
3: kareem purchased a leather jacket for $800 with his new credit card. he budgeted $50 a month to pay toward the debt. when he read the fine print on the credit card statement, he saw that for each month he owed a balance, a finance charge of $17.50 would be ad
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3: jonathan can type a 20 page document in 40 minutes, susan can type it in 30 minutes, and jack can type it in 24 minutes. working together, how much time will it take them to type the same document?
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3: john wrote the number sentence (3+5)+9=3+(5+9) which property of the whole number is by john's number sentence
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3: john is older than sue. sue is at least as old as carrie. which of the following is true?
3: john is now four times as old as anne six years ago .how old is anne now when john is 20 years old
3: joe’s electric made 19 customer calls last week and 24 calls this week. how many calls must be made next week in order to maintain an average of at least 19 calls per week for the three week period?
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3: joanne sets up her ninja turtles
3: jill was going to meet maria at the bus depot. if she went during rush hour, she traveled 15 mph and would arrive 1 hour later. if she went after rush hour, she traveled 30 mph and arrived an hour early
3: jet flew from tokyo to bangkok, distance of 4800 km. on return trip, speed was decreased by 200km/h
3: jesse rents a moving van
3: jermaine was in charge of buying milk for a class picnic for 32 students.
3: jermaine was in charge of buying milk for a class picnic for 32 students
3: jermaine was in charge of buying milk
3: jeremy is building a large deck for a community center. the deck is shaped as a rectangle. the width of the deck is 29 feet. the perimeter of the deck is to be at least 134 feet.
3: janice molly ted and joe are hiking in the catskill mountains
3: jacqui commutes 30 mi to her job each day.  she finds that if she drives 10mi/h faster, it takes her 6 min less to get to work.  find her new speed.
3: j & r financial group gross earnings per week:
3: it took karla and her helper 24 minutes
3: it took 3 hours 18 km against current return trip 1.5 hours still water
3: it takes a girl 45 minutes to deliver the newspapers on her route; however, if her brother helps it takes them only 20 minutes. ow long would it take her brother to deliver the newspapers by himself?
3: it takes 10 minutes to fill a bath tub and 12 minutes to drain the water
3: it discovered that of the people interviewed the fractional part of a6 used product p, 7/10 of them used product q and 20% used both.
3: isosceles triangle with a 40 vertex angle what is the base angle
3: isosceles right sides 5cm 5cm 6cm
3: is the relationship shown by the data linear
3: is the ordered pair (2,4) a solution to the equation 2x+3y=10?
3: is it reasonable to conclude that any of the trucks were driven more than 70,000 miles
3: is a square the same as a rectangle
3: is 2 more than 15
3: is -1,4 a solution to 2x+y=6
3: iq test scores are normally distributed with a mean of 100
3: involves with number w/c has a opperation such as addition,subtraction,divition and multiplication
3: inverse of 3*3 matrix
3: interval notation
3: intermediate algebra rational expressions
3: intermediate algebra formulas
3: interior angles of 162 degrees
3: interest rate formula for algebra
3: interest after one year
3: integral coefficients
3: integers of 298
3: integer coefficients
3: instead of spending his additional earnings
3: inscribed and circumscribed polygons
3: initial velocity formula algebra
3: inequality statements in algebra
3: inequality questions
3: inequality for limit is 55 mph
3: inequalities change direction
3: indicated variable
3: independent solutions algebra
3: in your own words, explain the first condition that must be met for a simplified radical. explain why 5/√2 is not simplified and demonstrate the steps we must take to simplify it.
3: in triangle abc, the size of angle b is 3 times the size of angle a and the size of angle c is 10 less than 6 times the size of a. fivd the size of the angles
3: in triangle abc, angle b is twice as large as a. angle c measures 20 degrees more than angle a. find the measures of the angles.
3: in triangle abc
3: in traveling across flat land you notice a mountain
3: in the right traingle find the lenght of the side not given
3: in the game of craps, a player rolls  two balanced dice.
3: in the following pattern one hexagon takes 6 toothpicks to build, two hexagons take 11 toothpicks to build, and so on
3: in the following figure what is the area of the shaded circle inside of the square
3: in the california state lottery you must selcect six numbers from fifty two
3: in the 2005 baseball season, the chicago white sox won 27 fewer games
3: in some other universe, k pack believes he has discovered a relationship between a planet's distance
3: in rhombus abcd, the measure of angle a and the measure of angle b are in the ratio 2:1, ab= 2x+8, bc= 5x+10.
3: in printing an article of 48000
3: in pqr find x and y so that jg rq
3: in order to achieve maximum results from 30 yr
3: in march, rodney sold twice as many cars as greg. in april
3: in how many ways can be drawn from a standard deck of 52 cards? a. three diamonds
3: in how many ways can 8 different contracts be distributed among 12 different firms, if no two contracts are awarded to the same firm?
3: in how many ways can 2 kings be drawn from a standard deck of 52 cards?
3: in efgh m<g is 25 degrees less than m<h
3: in dallas some fire trucks were painted yellow
3: in comparing the two variances below, what is the test value 6 11 18 29
3: in colorado creek, darrell can row 24 km downstream
3: in an examination there are three multiple choices question and each question has 4 choices . number of ways in which a student can fail to get all answer correct is
3: in an equiangular polygon, the measure of each exterior angle is 25% of the measure of each interior angle. what is the name of the polygon?
3: in algebra how would you graph the line passing through the given point (0,4), m=1
3: in a triangle, the measure of the first angle is three times the measure of the second angle.  the measure of the third angle is 35 less than the measure ot the second angle.  what is the measure of each angle?
3: in a triangle the measure of the first angle is twice the measure of the second
3: in a river that flows at 3 mph, a boat takes 1 hour longer to sail 36 miles upstream than to return. find the speed of the boat in still water.
3: in a right triangle find the side not given
3: in a recent study conducted by impulse research for oreida, half of 1510 moms with kids at home say that “when they serve french fries, they also cook hamburgers.” find the empirical probability that a mom selected at random from the 1510 french fry–serving moms surveyed also will cook hog dogs
3: in a poll of 46 students, 23 liked rap music, 24 liked rock music and 19 liked country ... students, 9 liked all 3 types. how many students did not like ...
3: in a hot dog eating contest , jonah eats 12 hot dogs in 2minutes
3: in a group of 37 children, 14 had a dog, 20 had a cat, and 12 had both a dog and a cat.  how many children had neither a dog nor a cat as a pet?
3: in a golden rectangle the ratio of the length to the width equals the ratio of the length plus width to the length. find the value of this golden ratio.
3: in a golden rectangle the ratio of the length to the width equals the ratio of the length plus width to the length. find the valiue if
3: in a college, some courses contribute more towards an overall gpa than other courses. for example, a science class is worth 4 points; mathematics is worth 3 points; history is worth 2 points; and english is worth 3 points. the values of the grade letters are as follows, a= 4, b=3, c=2, d=1, f=0. what is the gpa of a student who made a “c” in trigonometry, a “b” in american history, an “a” in botany, and a “b” in microbiology?
3: in a class of 30 students 50 percent went to the library how many students went to the library
3: in a carnival game you gain $2 if you win
3: in a bumper test, three types
3: in 2006 the number of americans who were members of a health club was 42.7 million. this was an increase of 106% from the number of health club members in 1990. how many americans health club members in 1990.
3: in 2006 the number of americans who were members of a health club
3: in 2005 americans spent a total of $26 billion to remodel bathrooms and kitchens. they spent $5 billion more on kitchen than on bathrooms. how much was spent on each
3: in 2001-2002 nba regular season, sacramento kings won 2 less the three times as many games as they lost. the kings played 82 games. how many wins and losses did the team have?
3: in 2 minutes a conveyor belt moves 300 pounds
3: in 1990, the life expectancy of males in a certain country was 71.5 years. in 1995, it was 74..4 years. let e represent the life expectancy in year t and let t represent the number years since 1990. the linear function e (t) that fits the data is
3: in 1990 the life expectiancy of males in a certian country was 59.6
3: in 1990 the life expectancy of males in a certain country
3: in 1968 17.6% of high school grades for college freshmen consisted of a's (a+, a, or a-). on the average, this?
3: in 1958, the painting stiff life with apples by paul cezanne sold at auction for 252000.
3: improper to proper fractions
3: iis 0.1 less than 0.11
3: ifyou are looking at a graph of a quadratic equation how do you determine where the solutions are
3: if ∆pqr ≅ ∆mns, which of the following is true?
3: if your going 60 miles hr
3: if your driving 25 mph how many miles to you go per minute
3: if you eat well, you will be well, if you are well, you will be happy
3: if you drive 253 miles on 11 1/2 gallons of gas, what is the simplified ratio of miles to gallons?
3: if you deposit 500.00 in the bank and it pays 3%compound interest. what is th balance after 4 years
3: if you are looking at a grapgh of a quadratic equation, how do you determine where the solutions are?
3: if you already have to graph and points how do yoy write an equation in slope intercept form
3: if x=5, find the perimeter of the rectangle whose length is 6x-4 and whose width is 3x+2
3: if x units of a product cost c
3: if x = {1, 2, 3, 4, 5, 6} and p(1) = 0.2, p(2) = 0.2, p(3) = 0.2, p(4) = 0.2, p(5) = 0.2, and p(6) = 0.2, can distribution of the random variable x be considered a probability distribution?
3: if two thirds of a number is one fourth what is one half of the number?
3: if two of the line segments of a polygon are parallel
3: if two of the line segments of a polygon are paralle what is the least number of sides it could have
3: if two of the line segments of a poligon are parallel what is the least number of sides it could have ?
3: if two angles are complementary and the difference between their measures is 62, find the measure of each angle
3: if two angle are supplementary the first angle measures 40° what is the measurement of the second angle?
3: if twice a number added to 3
3: if there are 7 girls on a bus and each girl has 7 backpacks and each backpack has 7 big cats and for each big cat there are 7 little cats how many legs are there in total on the bus?
3: if the value of y varies directly with x, and y=4 when x=-10, find y when x=35
3: if the temperature on a celsius scale is divided by five it is equal to the reading on a farenheit scale.  fifteen
3: if the sum of two numbers is 23. if one of the numbers is halved the sum will become 17. what are the numbers?
3: if the sum of three consecutive odd integers is 69
3: if the sides of a square are lengthened by 6 cm
3: if the sides of a square are lengthened by 3 m, the area becomes 28 cm^2
3: if the regression equation is   = 2 – 0.4x, what is the value of   when x = –3?
3: if the rate of deprication
3: if the measure of one angle is x degrees, and the ratio of the two angles is 4:1, find the degree measure of each angle.
3: if the measure of an exterior angle of a regular polygon is 24, how many sides does the polygon have
3: if the length of a rectangular parking lot is 10 meters less than twice its width,and the perimeter is 400 metets,find the length of the parking lot
3: if the koi are swimming in the pond, then the birds are chirping.
3: if the height of a cylinder is 1 m what is its volume in m to the third power
3: if the food is not good, i won't eat too much.
3: if the first and third of three consecutive odd integers are added, the result is 87 less than five times the second integer. find the third integer.
3: if the domain of g(x) =  is x > 3, and the domain of f(x) =  is x > 6, what is the domain of g(f(x))?
3: if the digits are reveresed the new number is 45 more
3: if the difference of a number and four is double, the result is 1/4 less than the number. find the number
3: if the correlation between two variables is close to one, the association is
3: if the base is 5 on and square what is it on an rectangle
3: if the average price of a new one-family home is $246,300
3: if the area of a square is 169 cm squared what is the length of the diagonal
3: if someone can do a job in 9 hours and someone else can do it in 12 how long will it take if they work together
3: if samples are from a normal distribution with μ = 100 and σ = 10, we expect
3: if sally can paint a house in 4 hours and john
3: if sally can paint a house 4hrs and john can paint a house inn 6hrs how many hours would they paint the house together
3: if p(a or b) = 0.5, p(a) = 0.3 and p(b)= 0.2, determine
3: if one person completes a job in 3 days and the other does in 5. when both worj together how many days would it take them to finish the job?
3: if one pen costs d dollars what is the cost in dollars of 12 pens
3: if one interior angle of an equiangular n gon is 165
3: if mary wants an average of 89 on her last algebra test what will she need with grades of 72 75 92 94 88?
3: if lynn can type page p
3: if log10x 3 then x
3: if it takes five workers six hours to paint an office, how long will it take eight workers to paint the office, assuming all the workers work at the same rate?
3: if it take 15 minutes to drain a tub and 10 minutes to fill, how long to fill if drain is open
3: if im traveling traveling 75 mph how long will it take to travel 10 miles
3: if im 10 yrs old and you are half my age(5) when i'm 100 years old how old will you be?
3: if im 10 yrs old and a half my age(5) when i'm 100 years old how old wil you be?
3: if i= the square root of -1 then 4i(6i) is?
3: if i'm 10yrs old and you are half my age (5).  when i'm 100 years old how old will you be?????
3: if i'm 10yrs old and u r halfmy age(5) when i'm 100 years old how old wl u be?????
3: if i'm 10yrs old and u r half my age(5) when i'm 100 years old how old will u be?
3: if i'm 10yrs old and u r half my age when i'm 100 years old how old will you be?????
3: if i'm 10yrs old and u are half my age(5) when i'm 100 years old how old will u be?????
3: if i'm 10 years old and you're half my age,when i'm 100 years old how old will u be?
3: if i tell you the time, then we’ll start chatting. if we start chatting, then you’ll want to meet me at a local pub to sip that bub. if we meet at a local pub, then we’ll discuss my family. if we discuss my family, then you’ll find out that my daughter is available for marriage. if you find out that my daughter is available for marriage, then you’ll want to marry her. if you want to marry her, then my life will be miserable since i don’t want my daughter married to some fool who can’t afford a 10 dollar watch.
3: if i have an 85% in class, and i failed my final, what grade do i have?
3: if i am 10 years old and you are half my age, how old will you be when i am 100
3: if ben collected $$100 for 50 tickets and adult tickets where $5 and kid tickets where $3 how many adult tickets did he sell and how many kid tickets did he sell
3: if angle a=3x and angle c=3x and angle b=4x what is x?
3: if an image is increased by 20%, how much is the area increased by?
3: if an anova test is conducted and the null hypothesis is rejected, what does this indicate
3: if a woman wants to arrive at their destination 58 miles away in 45 minutes she must drive at what speed
3: if a train leaves a station
3: if a stone is tossed  from the top of a 350 meter building, the height of the stone as a function of time is given by h(t)=-9.8t^2-10t+350, where t is in seconds, and height is in meters. after how many seconds will the stone hit the ground?
3: if a right circular cone intersects a plane that runs parallel to the edge of the cone, the resulting curve will be a(n) _____
3: if a right circular cone intersects a plane that passes through one of its nappes. but the plane is not parellel to an edge of the cone the resulting curve will be a what? cone
3: if a rack falls for 2 seconds on earth, how many seconds would be required for the rock to fall an equal distance on the moon?
3: if a pro basketball player has a vertical leap of about 35 inches what is his hang time
3: if a pro basketball player has a vertical leap of about 20 inches
3: if a pro basketball player
3: if a plane can travel
3: if a person rolls doubles when he tosses two dice he wins 5
3: if a person is traveling at a rate of seventy five miles per hour in a straight line,how far would they travel in three seconds
3: if a parallelogram has congruent diagonals
3: if a menu has a choice of 4 appetizers, 4 main courses, and 3 desserts, then the sample space for all possible dinners has how many outcomes?
3: if a man drives at the rate of 45.0 km/h, how long will it take him to drive 10.0 miles?
3: if a man drives 45 km/hr how long will it take him to travel 10 miles
3: if a car moves at a constant speed of 50 mph to go to a place 150miles a way how long will it take to get there
3: if a car goes a certain distance in one half hour at 30 miles per hour,what rate is needed to go the samedistance in three fourths of an hour?
3: if a basketball player has a vertical leap of 25 inches what is his hang time? use the function v=48 t^2
3: if a ball is thrown vertically upward from the roof of a 48 foot tall building with a velocity of 80 ft/sec, its height in feet after t seconds is s(t) = 48 + 80 t - 16 t^2. what is the maximum height the ball reaches? what is the velocity of the ball when it hits the ground (height 0)?
3: if 5x - 17 = -x + 7
3: if 50% of (a-b)=30% of (a+b) than what percent of a is b ? 
3: if 5 ounces is equal to 140 grams
3: if 3 times the first number plus 3 times the second number equals 47 what are the two numbers?
3: if 2(x-1)=14 then x=
3: if (3,5) is a point in the terminal side of angle theta in standard position evaluate all six trigometric  functions of theta in simplest radical form
3: if  = 5 centimeters, and  =  centimeters, what is the length of line segment  ?
3: identify the vertex (x-5)2=y+6
3: identify the value of k that makes x=-3 a solution to x^3+2x^2-x+k=0
3: identify the system as independent,inconsistent or dependent
3: identify the slope and y-intercept of y = -4/3x +3
3: identify the radicand
3: ian goes to the grocery store after work. he buys 3/4 pounds of oranges at $0.69 a pound, 1 1/2 pounds of apples at $0.89 a pound, and 3 1/4 pounds of bananas at $0.39 a pound. he also buys 2 gallons of milk at $2.19 a gallon. ian gives the cashier a ten-dollar bill.
3: i=ne/nr+r
3: i. what do the solutions represent? is there a solution that does not make sense? if so, in what ways does the solution not make sense?
3: i.	use trial and error to find the quantity of tile sets per month that yields the highest profit
3: i struggle with maths exponents
3: i need help with algebra y2-y1 x2-x1
3: i have twice as many nickles as quarters
3: i am twice the age you were when i was the age you are
3: i am thinkin of two hole numbers. the second is the larger than the first
3: hwo do you know when its a infinite solution ?
3: hundred people apply for jobs of applicants are women probability
3: how would you solve the quadratic equation 4w^2-36=0
3: how to write the standard of an ellipse
3: how to write quadradic equation given roots
3: how to write four times a number s exceeds 6 by at least
3: how to write an equation through 0,2 that is perpendicular to -4x+6
3: how to write an equation of the line with slope 7 and y- intercept -9
3: how to write an equation of the line that has each pair of intercepts given
3: how to write a to the power y
3: how to write a function in vertex form
3: how to write 45 in words
3: how to work y=4/3x-3
3: how to use the formula h=vt-16t
3: how to use graphing utilities to approximate real solutions
3: how to use elimination in algebra
3: how to use a z table
3: how to turn this decimal 0.85 into a fraction
3: how to to be a drink vendor
3: how to teach combinations in math
3: how to solves rates from simple intrest
3: how to solve y=3x-4
3: how to solve y=-3+3
3: how to solve worded linear equations
3: how to solve trig equations
3: how to solve the sum of the positive odd integers less than 50 is subtracted fromthe sumof the positive even integers less than or equal to 50. what is the resulting difference?
3: how to solve the ratio of the measure of the supplement of an angle to the measure of the complement of the angle is 5:2 find the measure of the supplement
3: how to solve the algebraic equation n/10 = 9 - n/5
3: how to solve the algebra equation n/10 = 9 - n/5
3: how to solve systems of equations by graphing
3: how to solve system of equations by graphing
3: how to solve special right triangles
3: how to solve simultaneous linear equations
3: how to solve simultaneous equations?
3: how to solve parallel lines in algebra
3: how to solve p(x) = –x2 + 110x – 1,000
3: how to solve logarithms without a calculator
3: how to solve linear equations with fractions
3: how to solve l=prt solve for t
3: how to solve g(f(5)) with two tables
3: how to solve for x and y
3: how to solve for three consecutive numbers whose sum is 156
3: how to solve for f(x) =g(x) algebraically
3: how to solve for a parallelogram proof
3: how to solve first &third quartiles
3: how to solve extraneous solutions
3: how to solve equations by clearing decimals
3: how to solve e 05t 1600
3: how to solve cubic inches
3: how to solve by substitution x = 4y + 5 and x = 3y - 2
3: how to solve augmented matrix
3: how to solve and check for etraneous solutions in algebra 2
3: how to solve an f(x) equation with synthetic substitution
3: how to solve a proportion
3: how to solve 7x-2y=8
3: how to solve 3y=-2
3: how to solve 2x-3y=6 step by step
3: how to solve 2 2/5 +1 1/12
3: how to solve -z+8=20;12
3: how to solve -2(2x-6)=3
3: how to solve &lt &gt in place of <>
3: how to sketch a function with 2 periods
3: how to simplify 5ab^-3
3: how to prove diagonals that bisect each other in a parallelogram
3: how to plot y=2x+6
3: how to perform indicated operations
3: how to make an equation if you deposit $2,000 into a savings account that pays interedt at an annuel rate of 4%. if no money is added or withdrawn from the account how much will be in the account after 3 years
3: how to graph y=log2x-3
3: how to graph y=csc(2x-pi/2)+1
3: how to graph y=2x+1
3: how to graph xy=4
3: how to graph x=4
3: how to graph x is greater than -2
3: how to graph when x is less or equal to 3 in the ti89
3: how to graph the table of values
3: how to graph standard form
3: how to graph natural base functions
3: how to graph an equation in standard form
3: how to graph a fraction?
3: how to graph 3e power of x
3: how to get x by itself
3: how to get the y intercept from a table
3: how to find x in a triangle then put in simplest radical form
3: how to find x and y so that the quadrilateral is a parallelogram
3: how to find width of triangle
3: how to find vertices rational equations
3: how to find vertices of an ellipse
3: how to find the width of a triangle
3: how to find the width of a border inside of a rectangle
3: how to find the value of a variable in a parallelogram
3: how to find the sum of 90
3: how to find the standard form -(x^2 + 2x -3)
3: how to find the real zeros
3: how to find the perimeter of a rectangle that the length is twice the width
3: how to find the length of the altitude to the hypotenuse
3: how to find the length and width of a triangle
3: how to find the least common multiple of each pair of polynomials
3: how to find the inverse of a 2x2 matrix
3: how to find the height of a scalene triangle
3: how to find the fourth number in an average
3: how to find the equation of the line that is perpendicular
3: how to find the breakeven point in algebra
3: how to find the area of a 45 45 90 triangle
3: how to find real number solutions
3: how to find out weight of item at sea level
3: how to find out how many miles you drive per hour
3: how to find multiplicative inverse of imaginary numbers
3: how to find log
3: how to find general form
3: how to find exponential function whose graph passes through given points
3: how to find cosecant without a calculator
3: how to find consecutive even integers
3: how to find area of a triangle with three sides
3: how to find area of a triangle whose sides are unequal
3: how to find an exponential equation given two points
3: how to find altitude of a triangle algebraically
3: how to find all points on the x axis
3: how to find a percent in a circle graph
3: how to find a linear function
3: how to find a diagonal of a square with the perimeter
3: how to figure out linear function
3: how to factor with coefficient greater than 1
3: how to factor the cube root of 128
3: how to factor standard form
3: how to factor 8x^2-50y^2
3: how to estimate the solution of a system of equation by looking at a graph
3: how to drae a normal distribution and draw a vertical line at the location of the  z score
3: how to do word problems
3: how to do questions where you have a group of people and you need to pick a certian amount of boys or girls
3: how to do parallelogram proofs
3: how to do linear function word problems
3: how to do linear equations by graphing
3: how to do complementary and supplementary angles algebra
3: how to do an algebra word problem
3: how to do 5e=3e+36
3: how to do 12x + 11 y = 14
3: how to discount percentages
3: how to dig a channel
3: how to determine period of a function
3: how to determine if the ratios in each pair are proportional
3: how to determine if a triangle is acute right or obtuse by the length of sides
3: how to determine if a polynomial is the difference of two squares
3: how to convert standard form into slope intercept form
3: how to condense logs
3: how to condense log
3: how to come up with a quadratic equation
3: how to classify conic sections
3: how to classify a triangle by its sides of the vertices are located
3: how to change 75 km/hr to m/min
3: how to calculate the p[opulation of dolphins
3: how to calculate the area of a triangle with 3 different sides
3: how to calculate the area of a triangle given 3 sides
3: how to calculate radicals with out using a calculator
3: how to calculate pythagorean theorem
3: how to add negative numbers
3: how the value of the discriminant can be used to describe the nature of the roots of a quadratic equation
3: how much water should be added to 1 gallon
3: how much water should be added
3: how much water must be evaporated from a 300 l tank of a 2% salt solution to obtain a 5% solution.
3: how much pure acid should be mixed with 7 gallons of a 40
3: how much pure acid should be mixed with 6 gallons of a 50% acid solution in order to get an 80% acid solution?
3: how much pure acid should be mixed with 4 gallons of 30% acid to get 80% acid
3: how much of a pure substance should be added to 50% to get 40% algebra equation
3: how much interest compounded after 20 yearly
3: how much does 5 gallons of gold weigh
3: how much 20% dye solution and 50% dye solution should be mixed to obtain 6 liters of a 40% solution
3: how might you use probability theory to increase your odds of winning at blackjack?
3: how many yards of material from a 24-yard length of cloth remain after 3 pieces, each 3 yards long, and 5 pieces, each 2 yards long, are removed?
3: how many ways can a group of 6 people be arranged in a row?
3: how many ways can 6 bikes be parkedcan be in row
3: how many ways can 4 students be assigned a seat in a classroom if there are 11 seats in a row?
3: how many tenths in 1.915
3: how many steps (at most) are needed for a search of a table with 16 elements? 512 elements? explain.
3: how many square feet is a 20 ft. by 30 ft. rectangle
3: how many solutions can a solution have
3: how many sixteenths are there in 5/8
3: how many sides does a regular polygon have if each exterior angle measures 72o
3: how many sides does a polygon have interior angle of 157.5
3: how many sides does a cylinder have
3: how many quarts of water must be added
3: how many quart bottles would you need to make 12 gallons
3: how many permutations of three items can be selected from a group of six
3: how many per pounds should be mixed with pounds
3: how many of each type of calculator did the boosk store sell?
3: how many numbers are equal to the sum of two odd, one digit numbers
3: how many mph is 2900 ft per second
3: how many minutes would you save by making a 100 kilometer trip at 125 km/h instead of 80 km/hr?
3: how many minutes to drive a mile at 35 mph
3: how many miles in 7 hours
3: how many liters of water must be evaporated from 50l of a 10%
3: how many liters of water must be added to 50 l of a 30% acid solution in order to produce a 20% acid solution?
3: how many liters of paint are needed to paint the walls and ceiling of a rectangular room that is 6m by 4m
3: how many liters of a 5 percent dextrose solution should be mixed with 20 liters of at 8 percent dextrose solution to obtain a 6 percent dextrose solution
3: how many license plates can be created with 3 letters and 3 numbers
3: how many hours will it take to drive 1678.00 miles at 70 miles an hour
3: how many handshakes can occur
3: how many gallons of 90% antifreeze solution must be mixed with 80 gallons of 20% anitfreeze to get a mixture that is 80% antifreeze?
3: how many gallons of 50% antifreeze solution must be mixed with 80 gallons of 30% antifreeze to get a mixture that is 40% antifreeze
3: how many feet per second do mosquito fly
3: how many distinct arrangements can be made with the letters in the palindrome “madam i’m adam”?
3: how many dimes and nickels can make $15.25
3: how many digits can the product
3: how many different ways can the 2 letters be chosen?
3: how many different two-digit numbers can you form using the digits 1,2,3,5,7 and 9 with repitetion allowed?
3: how many different four-letter radio
3: how many different four letter radio station call letters can be formed if the first
3: how many different 5 member teams
3: how many different 2 digit numbers can be formed from 7 different numbers, with no repitition
3: how many diagonals from one vertex does a triangle have?
3: how many diagonals does a n-gon have
3: how many cubic cm of ice cream can an ice cream cone hold if its height is 6cm and the diameter of its base is 4cm
3: how many comitees of people
3: how many 3-letter codes are possible using the first 8 letters of the alphabet if no letter can be repaeted
3: how many 3 person groups can be formed with 8 people
3: how many 3 inch cubes in 9 x 12 x 8 inch
3: how many 3 digit numbers have a sum of 18
3: how long would it take me to travel 40 kilometres if i was travelling at 32 kilometres per hour
3: how long would it take for an amount of money invested
3: how long will it take for worker a and b together to finish a job which can be done by a alone in 6 days and by b in 4 days
3: how long will it take for $6500 to double at a simple interest rate of 7%
3: how long will it take before they are 315km apart?
3: how long is a guy reaching from a  12ft pole to a point on the ground 8ft from the pole
3: how long does it take for the rock to hit the ground
3: how is twice the sum of 4 and three times some number is 34 written?
3: how is n=-2x^2+76x+430
3: how is doing operations - adding, subtracting, multiplying and dividing - with rational expressions similar to or different from doing operations with fractions? can understanding how to work with one kind of problem help understand how to work another type? when might you use this skill in real life
3: how is dividing a polynomial by a binomial similar to or different from the long division you learned in elementary school? can understanding how to do one kind of division help you with understanding the other kind? what are some examples from real life in which you might use polynomial division
3: how is dividing a polynomial by a binomial similar to or different from the long division you learned in elementary school?
3: how is dividing a polynomial by a binomial similar to long division?
3: how is dividing a polynomial by a binomial similar
3: how i met your mother
3: how heavy is a freight train
3: how fo you find the perimeter of a parallelogram
3: how fo answer slope for coordinates
3: how does the number game work in algebra
3: how does 4/5x + 2x =14?
3: how do your graph y 2x+9
3: how do you write union as a single interval?
3: how do you write an equation in standard form only using integers
3: how do you write a polynomial in standard form then name each polynomial based on its degree and number of terms
3: how do you work f(x) algebra?
3: how do you state the domain and range of a graph
3: how do you solve this problem: employees of a discount appliance store receive an additional 20% off of the lowest price on an item. if an employee purchases a dishwasher during a 15% off sale, how much will he pay if the dishwasher originally cost $450?
3: how do you solve this expression -3x(2x)2 and the last 2 is a exponent
3: how do you solve the equation a=(1/2a+1/2b)h
3: how do you solve how many feet a wheel goes?
3: how do you solve for x if the area of the triangle =27 and the hieght is 3x and base is 4x+1
3: how do you solve elimination using multiplication problems
3: how do you solve classic puzzles in two variables algebra
3: how do you solve 9/3 divided by 3/7
3: how do you simplify 64 4/3
3: how do you show an equation
3: how do you plot y=4x+5
3: how do you know if diagonals bisect each other
3: how do you know if a value is a solution for an inequality? how is this different from determining if a value is a solution to an equation?
3: how do you know if a system of equations has infinitely many solutions
3: how do you know if a quadratic equation will have one, two, or no solutions? how do you find a quadratic equation if you are only given the solution? is it possible to have different quadratic equations with the same solution? explain. provide your classmate’s with one or two solutions with which they must create a quadratic equation.
3: how do you know if a quadratic equation will have one, two, or no solutions? how do you find a quadratic equation if you are only given the solution? is it possible to have different quadratic equations with the same solution? explain. provide your classmate’
3: how do you know if a quadratic equation will have one,
3: how do you know how many solutions a system has
3: how do you know how many answers there are to an equation
3: how do you graph y=2x-8
3: how do you graph y=-1/5x-2
3: how do you graph y is greater than or equal to 4x
3: how do you graph x=3
3: how do you find the value of y so that the line passing through the two points have a given slop
3: how do you find the number of terms in a geometric sequence
3: how do you find the area of a square with a side that measures 34 cm
3: how do you find scale factor
3: how do you find consecutive andwers
3: how do you find any points of a discontinuity rational function
3: how do you find a quadratic equation given only the solution
3: how do you factor the binominal 3g+6
3: how do you determine if a polynomial is the difference of two squares? 
3: how do you determine if a polynomial difference of two squares
3: how do you decide if a point is a solution to a linear inequality?
3: how do you change the cube root of 3/4
3: how do state the slope and y-intercept
3: how do i write a quadratic equation when i'm given the roots
3: how do i write a polynomial function of least degree with integral coefficients
3: how do i solve: the length of a rectangle is 4 ft more than 3 times the width. the perimeter of this rectangle is 88 ft.find the length and the width.
3: how do i solve x+y=6 and y=2x-6 graphically
3: how do i solve 1/i
3: how do i graph x + y= 13?
3: how do i graph this: 9x + 10y > -3?
3: how do i find binomial probability solution
3: how do i figure out the sales price of a car is $12,590, which is 20% off the original price. what is the original price?
3: how do i explain z test?
3: how do i  factorize  4a+8b?
3: how do a graph x+y=2
3: how do 41-14, 52-25, 63-36,74-47,85-58,96-69 all equal 27
3: how dilute 70% solution
3: how ddo u know which way to shade graph
3: how can you determine whether an ordered pair is a solution oh an inequality
3: how can i get free algebra on line
3: how  to find the equivalent addition  of 8-11
3: horizontal format to add equations
3: homework helper algebra
3: hockey teams receive 2 points
3: high levels of cockpit noise in an aircraft can damage the hearing of pilots who are exposed to this hazard for many hours. a boeing 727 co-pilot collected 61 noise observations using a handheld sound meter. noise level is defined as “low” (under 88
3: help with pre algebra
3: help to solve algebra problems
3: helen's health food usually sells 400 cans of propac
3: height of triangle 3x
3: height of men on a baseball team have a bell shaped distributoni
3: height of an equilateral triangle with 8 inch sides
3: height of a solid with volume of 120m3 and base area of 30m2
3: have 30 coins consisting of dimes, quarters, and half dollars
3: harriet tubman his solution
3: hans paid $1.50
3: guy wire how ling is a guy wire reaching the top of a 24 ft pole to a point on the ground 16 ft from the pole
3: gre question train and car moving towards and away
3: graphs of functions
3: graphing systems of equations solver
3: graphing standard form equations
3: graphing quadratic functions calculator
3: graphing in standard form
3: graphing equations in standard form
3: graph y=x+1
3: graph y=lx-3l
3: graph y=3x-8 and identify y intercept
3: graph y=3x
3: graph y=2sin(1/2)(x+pi)+2
3: graph y=1/4x - 3
3: graph y=-3x
3: graph y=-2x^2-4x+1
3: graph y< 4
3: graph x-y=6
3: graph x-y=2
3: graph x-3y=6
3: graph x+4y=8
3: graph x+2y=4
3: graph x = 4
3: graph x + 2y < -2
3: graph this equation -x + 2y = 4
3: graph these equations y=x - 1 show work
3: graph these equations 4x -3 = x -y show work
3: graph the two equations to solve the system. what is the solution?
3: graph the system of inequalities y> -2 , x > 3
3: graph the system and write the solution
3: graph the line with the given point and slope
3: graph the line through (-3,-3) with m=3
3: graph the inequality on a plane 5x 6y 30
3: graph the inequality on a plane 2x+3y<6
3: graph the function 3x^2-18x+2
3: graph the following equations; calculate the slope, x-intercept, and y-intercept, and label the intercepts on the graph.  y = -2x - 7
3: graph the following equations
3: graph the equation y=3x
3: graph the equation and use the graph to estimate how much more likely it is for sandy to die of lung cancer than polly, if polly never smoked and sandy quit 2 1/2 yrs. ago.
3: graph the equation and use the graph to determine three different combinations of roses and tulips that toatl $30.
3: graph the equation and identify the y intercept y=1/4x
3: graph the equation and identify the y intercept x+y=-10
3: graph p = 140n - 8500 for n < 1000
3: graph on a number line where x is a real number -2<x≤5
3: graph of y=cosine theta
3: graph of cosine with period of 2pi/3
3: graph of 2x-y=6
3: graph matrix polygon
3: graph fractions
3: graph equation and identify y-intercept
3: graph equation 2x+3y=6
3: graph c(g) domain and range?
3: graph and find the y-intercept
3: graph 5/8 on a number line
3: graph 4x-y=3
3: graph 4x-3y=9
3: graph 4x+3y 12
3: graph 3x-2y=6
3: graph 3x+4y=12
3: graph 2y+3 greater than 11
3: graph 2x+3y=9
3: grandmas bakery sells single-crust
3: google.com
3: golf word problems
3: gold word problems
3: gold has a density of 19.3
3: given this data set    state the range algebra
3: given the quardratic function f(x)=9x^2+36x+36, find a value of x  such that f(x) = 9.
3: given the pair of nonlinear simultaneous equation:f(x, y) = 4 – y – 2x2 g(x, y) = 8 – y2 – 4x (a) use the excel solver to determine the two pairs of values of x and y that satisfy these equation.
3: given the linear equation y=3/4x-2 , find the y-coordinates of the points (-8,  ), (-4,  ), and (4,  ). please show all of your work. plot those points and graph the linear equation. submit your graph through the dropbox. (
3: given the linear equation y=-x-4, find the y- coordinates of the points (1-2) and (-3). plot these points and graphs the linear equation
3: given the frequency distribution find the mean
3: given the following five points: (–2,0), (–1,0), (0,1), (1,1), and (2,3).
3: given that p(a) = 0.3 and p(b) = 0.5, and p(a and b) = 0.12, determine p(b|a).
3: given that b = 45 degrees a = 2
3: given that b = 45 degrees
3: given abcd is a rhombus prove: acb congruent to cad
3: given a rectangular prism with dimensions w = 3, l = 4, and h = 6. if you created a second rectangular prism with the length doubled but the height halved (and the width stays the same), which would be the relation of the second volume to the first volume?
3: given a poisson distribution with mean = 4. find p(x<3)
3: given a = {2,4, 6}, b = {1,3,5,6}, and c = {6, 7}. evaluate each set
3: given 6 cups and saucers in 3 patterns what is the probability no cup is on a saucer of the same pattern
3: given 2 vectors find the area of the corresponding parallelogram
3: give the angle measure represented by each rotation
3: give equation of oblique asymptote
3: give an exact and approximate solutions to three decimal places. x^2+5x-7=0
3: gina is 9 years younger than
3: george washington was born eleven years before thomas jefferson. in 1770 washington's age was three years more than seven times the age of jefferson in 1748. how old was each man in 1750?
3: geometry triangles
3: geometry step by step finding values of the variable for each parallelogram
3: geometry proofs help
3: geometric mean of 8 and 20
3: geometric mean of 7 and 14
3: gave birth to twins
3: gauss jordan elimination method
3: games
3: fx= 3x+5
3: functions in algebra
3: function table-input/output
3: function notation of a line
3: function models their product in terms of numbers
3: function in algebra
3: from her firm’s computer telephone log, an executive found that the mean length of 64 telephone calls during july was 4.48 minutes with a standard deviation of 5.87 minutes. she vowed to make an effort to reduce the length of calls. the august phone log showed 48 telephone calls whose mean was 2.396 minutes with a standard deviation of 2.018 minutes. (a) state the hypotheses for a right-tailed test. (b) obtain a test statistic and p-value assuming unequal variances. interpret these results using α = .01. (c) why might the sample data not follow a normal, bell-shaped curve? if not, how might this affect your conclusions?
3: free online algebra calculator
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3: frank and joe take 1 hour to mow the lawn. frank takes 4 hours alone how long does joe
3: fran's percentile rank on an exam in a class of 500 is 85. kelly's class rank is 60. who is ranked higher?
3: fractional equations
3: fraction reduce
3: four times the larger of two numbers is equal to seven times the smaller
3: four students drive to school in the same car.
3: four firefighters were discussing the number
3: four consecutive integers whose sum is 30 solution
3: forty pounds of an alloy of copper and tin contain 8 pounds of copper. how many pounds of tin must be added to make a new alloy that is 10% copper?
3: formula indicated operations
3: formula for how far will a bb travel at 450 feet per second
3: formula for doubling every year
3: formula find orthocenter triangle
3: for the years 2000–2005, the median price of a single-family home in the united states can be approximated by the exponential function a = 227,200(1.087)t, where t is the number of years after the year 2000. what is the growth rate of housing prices for that period? what is the price of the house in the year 2005?
3: for the scatterplot, determine which of the following types of functions might be used as a model for the data.
3: for the fundraiser, will sold 225 candy bars. he erans
3: for the following equation, state the value of the discriminate and then describe the nature of the solutions.  4x^2-2x-19=0
3: for the 20 test scores shown, find the percentile rank for a score of 86. 75 63 92 74 86 50 77 82 98 65 71 89 75 66 87 59 70 83 91 73
3: for problems 2 – 6,  the coordinate graph of the backyard shows the location of the trees, plants, patio, and utility lines. if necessary, you may copy and paste the image to another document and enlarge it.     object	coordinate (x, y) tree a	 plant b	 plant c	 patio d	 plant e	 plant f	 2.	what are the coordinates of tree a, plant b, plant 	c, patio d, plant e, and plant f?
3: for each given set, choose the set with the same cardinality.{1, 4, 7, . . . , 91, 94}
3: for each given set, choose the set with the same cardinality {1, 3, 5, . . . , 211, 213}
3: for a hypothesis test of a single population mean at 95% confidence level, a calculated z sscore of 1.7 supports the conclusion
3: for a hypothesis test of a single population mean at 95 confidence level a calculated z score of 1.7
3: five-sixths of a number is -60. what is the number?
3: five years from now, a father's age will be 3 times his son's age, and 5 years ago, he was seven times as old as his son was. what are their present ages?
3: five times the sum of two consecutive odd integers is 12 times larger of the two find it to add integers
3: five times the sum of a number and -1
3: five times the sum of 3 and twice some number is 70
3: five times the greater of two consecutive
3: five times the difference of a number and -2
3: five times a number subtracted from six is triple the number
3: five odd numbers equal 60
3: five classes 70 72 71 70 69 73 69 68 70 71 67 71 70 74 69 68 71 71 71 72 69 71 68 67 73 74 70 71 69 68
3: first digit second digit
3: first chapter algebra
3: finding volume of one cubic centimeter that weighs 5.4 grams
3: finding the value of x and round to the nearest
3: finding the slope of a line containing a pair of points
3: finding the scale factor
3: finding the regular n-gon that has a measure of 156
3: finding the height of a lightpost
3: finding the distance d(p1,p2)
3: finding the asymptotes for f(x) x/(x+3)
3: finding surface of an area in terms of pi
3: finding slope
3: finding number of sides of equiangular
3: finding length of indicated sides algebra
3: finding lcm z^3+4z^2
3: finding exact values in trigonometry
3: finding determinant of 3x3 matrix
3: finding area and perimeter with polynomials
3: finding an equation of a line parallel to a given line
3: finding an ace from a deck of cards
3: finding a scale factor
3: find your numbers in ap whose sum is 28 and the sum of whose squares is 216.
3: find y when x = 32
3: find two consecutive odd integers whose sum is -88
3: find two consecutive odd integers the sum of whose square is 130
3: find two consecutive odd integers such that when the lesser is added to twice the greater, the result is 24 more than the greater integer
3: find two consecutive even integers such that three times the lesser integer added to the larger integer is 58
3: find three consecutive positive even integers such that the product of the second and third integers is twenty more then ten times the first intege
3: find three consecutive odd integers such that five times the first interger is five more than the product of four and the third interger.
3: find three consecutive intergers such that the sum of the first and twice the second is 122 minus three times the third
3: find three consecutive integers whose sum is 51
3: find the y-intercepts w/ solution〖y=x〗^(2 )+6x+9
3: find the x-intercepts and y-intercepts for f(x), f(x)=x^2-8x+1
3: find the x- and y- intercepts of 3x -u = 9
3: find the x and y-intercept of 7x-8y=28
3: find the x and y intercept of line x-3y=-6
3: find the volume of a prism that has a base area of 24 cm2 and a height of 12 cm.
3: find the volume of a cylinder with a diameter of 10 inches and a height of 20 inches. use 3.14 for π.
3: find the vertices of a triangle rotated 90 clockwise
3: find the vertex, the line of symmetry, and the maximim or minimum value of the quadratic function, and graph the function on paper. f(x) = -2x^2+2x+4
3: find the vertex of f(x) 3x^2-30x+79
3: find the vertex and line of symmetry
3: find the variation constant and an equation of variation where y varies directly as x and y=12 when x=6
3: find the variation constant
3: find the values that make the rational expression undefined
3: find the values of a and b that make f continuous everywhere. f(x) =    x2 − 4 x − 2 	    	if x < 2  ax2 − bx + 3	    	if 2 ≤ x < 3  4x − a + b	    	if x ≥ 3
3: find the values of a and b that make f continuous everywhere. f(x) =     x2 − 4 x − 2     	if x < 2  ax2 − bx + 3	    	if 2 ≤ x < 3  4x − a + b	    	if x ≥ 3
3: find the value of z such that
3: find the value of x for which l is parallel to m
3: find the value of r in the geometric sequence 200, 20, 2, 0.2, ...
3: find the value of m for which the line y=mx-3 is a tangent to the curve
3: find the value of a3 if n=3 and an =2(n-3)
3: find the value for h if v = 5 ft.
3: find the unknown quantity for an account that earns simple annual interest.
3: find the two numbers whose sum is 29 and whose difference is 15
3: find the total profit the maximum value
3: find the tens digit is less than the ones digit
3: find the sum of the areas under the standard normal curve to the left of z
3: find the slope that passes through each pair of points
3: find the slope of the line: 2x+y=9.
3: find the slope of the line passing through the points (7, 0) and (0, 10). (points : 1)
3: find the slope of the line passing through the points (0, -4) and (-6, 7).
3: find the slope of the line passing through the points (0, -4) and (-6, 7)
3: find the slope of the line containing the given points
3: find the slope of the line containing each given pair of points. if the slope is undefined, state this.  (-1,4) and (5,-8)
3: find the slope of  the line 12x +3y=-72
3: find the slope in the equation 5x-y=6
3: find the slope and y intercept of y=2/3x+6
3: find the slope and the intercepts of each line for 3x-4y=12
3: find the reciprocal of a number
3: find the quadratic equation that passes through the points
3: find the probability, expressed as a simplified
3: find the principal p that must be invested at r=7.5% compounded monthly so that $500000 will be available for rietirement in t=20 years
3: find the polynomial for the perimeter and for the area n+5
3: find the polar form of the following expression 3 square root of 2- 3 square root of 2i
3: find the perimeter of a square if half of a diagonal is equal to 8 inches
3: find the perimeter and area of a right triangle if one leg measures 10ft and the other leg measures 24ft
3: find the perimeter and area of a rectangle whose length is (x+1) and whose width is (x-3). expire your answer in terms of x
3: find the original price of a pair of shoes if the sale price is $78 after a 25% discount
3: find the odds in favor of obtaining a red card when drawing 1 card from an ordinary deck
3: find the number of successes x suggested by the given statement.among 660 adults selected randomly from among the residents of one town, 30.2% said that they favor stronger gun-control laws.
3: find the missing value.
3: find the missing term or terms in each geometric sequence
3: find the measure of each angle indicated
3: find the measure of an angle whose supplement measures none times its measure
3: find the magnitude of the following vector: v=2i-4j
3: find the magnitude of the following vector v=4i - 2j
3: find the magnitude of the following vector v 3i-2j
3: find the logarithm using the base formula
3: find the line perpendicular to 3x+4y=5
3: find the length of the diagonal of a rectangle with 5 inch width and 7 inch length
3: find the length of side a in the right triangle if b=12 and c=15
3: find the length of each side of an equilateral triangle whose altitude is 9
3: find the length of each side of a regular hexagon whose perimeter is 84 meters
3: find the length of a triangle if perimeter is 65
3: find the lcm of 14
3: find the inverse of each function. is the inverse a function?
3: find the indicated composite for the pair of functions
3: find the imaginary roots
3: find the height of a cone with a volume of 134 cm and a radius of 4cm
3: find the greatest common factor for the group of terms
3: find the graph that best matches the given linear equation: 3x+4y=8
3: find the geometric mean of 20 and 5
3: find the function of 2x+3y=5
3: find the following. (sqrt)x^2-16x+64
3: find the following product -8x^2y(-5x^5y^4)
3: find the extraneous roots
3: find the exact values of sin2u, cos2u, tan2u
3: find the exact value of tan 15 degrees
3: find the exact value of cot 13pie/3
3: find the equation whose slope is -2
3: find the equation of the line passing through the points of intersection of the circles
3: find the equation of the line containing the point whose coordinates are
3: find the equation of a line perpendicular
3: find the equation converting kelvin temperature to fahrenheit.
3: find the domain of the given function f(x)= 7x
3: find the domain of f(x)= -3/2(x) + 6
3: find the distance between the pair of points
3: find the discriminant solver
3: find the difference (6x^2+8x+1) - (-5x^2+x+8)
3: find the coordinates of the x-intercept and y-intercept
3: find the coordinates of the the intersection of the diagonals of the parrallelogram with vertices
3: find the coordinates of the intersection of the diagonals
3: find the area under the standard normal distribution curve between z = 0 and z = 2.16.
3: find the area under the normal distribution curve to the right of z = –1.03.
3: find the area of the path around the pool
3: find the area of rectangle with area of 36 and a perimeter of 30in
3: find the area of an equilateral triangle (regular 3-gon) with a 6-inch apothem
3: find the area of a triangle with sides measuring 4m, 5m, and 8m
3: find the area of a regular hexagon with a 48-inch perimeter
3: find the area face of cube
3: find the approximate value of the volume of the right circular cone with a circular base height 20cm lenght 24cm
3: find the 2 digit number whose tens digit is 3 less that the units digit.
3: find slope x 6 if exist
3: find real or imaginary solutions of each equation by factoring
3: find polygon sides exterior angles remaining each equal to 50 
3: find perimeter of triangle with vertices
3: find my iphone
3: find inverse function y(x)=5/4x+4/5
3: find how much invested algebra
3: find exact value of sin11pi/2
3: find exact value of cos using reference angles
3: find equation of parallel line
3: find equation for y=4x -4
3: find current speed 10 miles upstream and 14 downstream and speed of the boat 18 miles per hour
3: find answer to linear equation 2x + y = -10 and -x + y = 2
3: find an equation parallel to y= -5 and passing through 4,1
3: find an equation of the line that passes through the points (-2,3) and has a slope of -5
3: find an equation of the line passing through the pair of points ax+by=c
3: find an equation of the line l that passes through the point and satisfies the given condition.
3: find an equation of the line containing the given pairs (-5,0) and (9,9)
3: find an equation of the ellipse with its center at (1,2) focus at (6,2) and containing the point (4,6)
3: find all values of x satisfying the give conditions
3: find all points with coordinates of the form (a,a) that are a distance 3 from p(-2,1)
3: find all points having a x-coordinate
3: find a relationship that will allow to go from fahrenheit measurement to a celsius measurement in two days
3: find a reasonable estimite of f (-2)
3: find a quadratic equation with roots -1+4i and -1-4i
3: find a polynomial with roots 2, 3 '& -1
3: find a polynomial for the perimeter and for the area n+5
3: find a function whose graph is a parabola with vertex
3: find 4 consecutive odd integers where the product of the two smaller numbers is 64 less than the product of the two larger numbers
3: find 3 consecutive intergeres such that 4 time the fist is equal to 44 more than the sum of the second and third
3: find 3 consecutive integers such that four times the sum of all three is 2 times the product of the larger two
3: find  the amount of aspirin to give a child    of age 10 if the usual adult dosage is 325 milligrams
3: find  an equation with 2 endpoints (10,3),(-8,9)
3: finance word problems
3: fill in the heading of the following truth table using any of p, q, ~, , ?, , and . use keyboard shortcuts of --> for , <--> for ?, v for , and ^ for .
3: fill in the blanks  of algebra
3: fifty-six percent of electronic gamers play
3: fibonacci-type sequence
3: fellow is $150,000. . pechecks the salaries of eight fellows and finds the average salary to be $155,500 with a standard deviation of $15,000.
3: families usa, a monthly magazine that discusses issues related to health and health
3: factors of x^3+125
3: factoring polynomials
3: factor: w^2-49z^2
3: factor x^6-16x^3+64
3: factor x^4-13x+40
3: factor x^3+8
3: factor x^3 - 8
3: factor x^3
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3: factor x cubed minus 8
3: factor of x^3 + 8y^3
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3: factor 3x^4+6x^3-45x^2
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3: factor 2x^2 16 xy 30y
3: factor 2x^2 - 8
3: faces of a cylinder
3: f(x)=x2-3x+1
3: f(x)=6x and g(x)=x/6
3: f(x)=2x^2-20x+52
3: f(x)=2x^2+4x+3
3: f(x)=2x-4
3: f(x)=17 find f' -2
3: f(x)=1/3(x+2)^2+2
3: f(x)=-3x+2 what is the answer
3: f(x)=(x+2)^2-4
3: f(x)= 5x+3 g(x)= x+2 solve for f(g)(x))
3: f(x) = 4x^3 - 1
3: f(x) = 3x^2-6
3: f x =-2x^2+2x+6
3: extremely high or low scores affect the value of the median?   true or false
3: extraneous roots
3: expressions for rectangle
3: express the volume v of the resulting box as a function of the length of the corner cutout x
3: express the vector in terms of i and j
3: express the problem as a system of linear equations and solve using the method of your choice to find the solution of the problem
3: express logarithm in terms
3: express each complex number in the form a+bi
3: express as a single logarithm anwsers
3: exponential notation of 36
3: exponential growth
3: explanations of how to solve pie graphs problems
3: explain why f represents the graph of a function
3: explain why any two regular polygons having the same number of sides are similar
3: explain why 5/sq rt 2 is not simplified and demonstrate the steps we must take to simplify it.
3: explain which of the two cases below yields a higher interest amount for an initial investment and why.
3: explain the difference between domain and range
3: explain the difference between a left-tailed, two-tailed, and right-tailed test. when would you choose a two-tailed test? how might you tell the direction of the test by looking at a pair of hypothesis? how might you tell which direction (or no direction) to make the hypothesis by looking at the problem statement (research question)?
3: explain in your own words why the line x = 4 is a vertical line.
3: explain how to use the linear system
3: explain how to solve a quadratic equation by completing the square
3: explain how to represent three consecutive integers using only one variable
3: explain algebra the slopes
3: explain a hypotenuse
3: expected value problems and solutions
3: expanded notation_algebra
3: examples of dividing a polynomial by a binomial
3: examples of bimodal skewed
3: example of an inequality problem
3: example of a function using a set of four ordered pairs
3: example of a function using a set of at least 4 ordered pairs
3: example from real life where you would want to use an exponential equation.
3: exact value of sin 165
3: every student in a second grade class sends a valentine card to each of the other students in the class, for a total of 306 valentines. how many students are in the class?
3: every month, a girl gets allowance. assume last year she had no money, and kept it up to now. then she spends 1/2 of her money on clothes, then 1/3 of the remaining money on games, and then 1/4 of the remaining money on toys. after she bought all of that, she had $7777 left. assuming she only gets money by allowance, how much money does she earn every month?
3: evaluation of algebraic expressions
3: evaluating the discriminant
3: evaluate: 2 · 4 - 8 ÷ 2
3: evaluate the piecewise function at the given values of the independent variable
3: evaluate the function f(x) = -x2 + 5 for x = 4
3: evaluate the function at yhe given value of the indepenent variable and simplify
3: evaluate the expression for x = 3, y = 2, and z = 5: (xz-zy)3
3: evaluate log5 125
3: evaluate log16 64
3: evaluate arcsin without calculator
3: evaluate 6x+15y for x is 6 & y is 16
3: evaluate 3+2(9-4)
3: euler examples with true or false
3: essay: show all work. a school designer wants to create a whiteboard with the optimal dimensions to enhance learning. it is determined that if one side of the whiteboard is x + y inches, the other side should be inches. write an algebraic expression for the area of such a whiteboard, simplify it, and include correct units with your solution.
3: equivalent
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3: each sides of an equilateral triangle is 8 cm long.its area is
3: each face of a cube has an area of 12 inches what is the sirface area
3: e^x>5 solve for x
3: during the first part of a trip a canoist travels 36 miles
3: during one calendar year a state trooper issued a total
3: during a 4th of july weekend 32 vehicles
3: drove 3.2 hrs at 115 mph. how far did he travel
3: drawing a card if one card is drawn from a deck, find the probability of getting these results
3: draw different pairs of circles. how many points does each pair have in common? what is the maximum number of common points?
3: draw a venn diagram and compare a triangle and aa c
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3: dr patton is a professor of english recently she counted the number of misspelled words in a group
3: dr patton is a professor of english
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3: dorothy is 6 years older than ricardo. the product of their present ages is twice what the product of their ages was 6 years ago. how old is dorothy?
3: domain of root square x+3
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3: difference between arc measure and arc length
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3: diagonals of a parallelogram bisect each other proof
3: diagonal of rect are equal
3: diagonal of a room
3: diagonal of a rectangle
3: determining if an equation has solution
3: determine which, if any, of the three statements are equivalent. show steps. give a reason for your conclusion. show complete work. i) if it is sunny, then i will go swimming. ii) if i don not go swimming, then it is not sunny. iii) either it is sunny or i will go swimming
3: determine which of the following measurements are nominal, ordinal, interval, or ratio level
3: determine whether the system is consistent, inconsistent, or dependent. 3x + 2y = 15 6x + 4y = 30
3: determine whether the pair of lines is parallel, perpendicular, or neither.
3: determine whether the equation defines y as a function of x. x + y = 9
3: determine whether each relation is a function
3: determine whether each pair of lines is parallel perpendicular or neither
3: determine whether a correlation coefficient of r = –0.405 is significant at the 5% level for a sample size of 22.
3: determine the value of k for which the system
3: determine the nature of the solutions of the equation.  x^2-2x+6=0
3: determine the nature of the olutions of the equation. x^2+4=0
3: determine the measure of an angle whose measure is 4 times that of its supplement
3: determine the largest 3 digit number exactly divisible by 8,10,12
3: determine the approximate probability that a sample average taken from some population with u=50 and 4 exceeds 50.6, where the sample size is 100. why is the probability approximate?
3: determine one to one function
3: determine end behavior
3: determinal
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3: describe two laws of exponents and provide an example illustrating each law.  explain how to simplify your expression.
3: describe the relationship you see between the amount of spread and the size of the standard deviation and explain why this connection exists.
3: describe the polynomial of 5x^2-10x+4
3: describe the parabola
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3: create your own two-step equation with all real numbers as the solution. show the steps to solving the equation to prove the solution all real numbers.
3: create your own number game using the rules of algebra and post it for your classmates to solve. think about values that may not work. state whether your number game uses the skill of simplifying rational expressions.
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3: consider that the age, x, of a unicorn in human equivalent years can be given by the formula f(x) = - 0.001718x4 + 0.087326x3 – 1.3367x2 + 12.46x + 3.914. when a unicorn is 2.5 years old, what is its age in human equivalent years? what about when it is 12 years old?
3: consider all rectangles with an area of 200
3: consider a normal population with µ = 25 and σ = 8.0.  calculate the standard score for a value x of 23.
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3: conduct an anova comparing the anxiety levels (at posttest only) of participants across all three treatment conditions (cognitive behavioral therapy [cbt], psychodynamic therapy, and supportive therapy).
3: conditional. inconsistent. identify
3: condense each expression to a single logarithm
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3: completely factor the following expression: 49y^2 – 81z^2
3: complete the two-column proof.
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3: company a charges $55 pper day plus $0.35 per mile to rent a car. company b charges $50 per day plus $ 0.040 per mile. jack wants to rent a car for tree days. how many miles should jack be traveling so that company a is less expensive than company b?
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3: christy spent $500 over her budget on gifts during the holidays. in addition to her regular job, she took a part-time job at the pharmacy that paid $10 per hour. her schedule would allow her to work 12 extra hours a week at the pharmacy. how many whole weeks will it take christy to have enough money to pay off the debt?
3: christine went shopping and bought
3: chocolates costing $8 per pound are to be mixed with chocolates costing $3 per pound to make a 20 pound mixture. if the mixture is to sell for $5 per pound, how many pounds of each chocolate should be used?
3: children's benadryl comes in syrup form. the label says to administer 5 mg/kg body weight. the syrup contains 12.5 mg/ml. if the child weighs 44 lbs how many ml of syrup are contained in a dose?
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3: can a right triangle have sides with measures, 30 feet, 50 feet, and 60 feet?
3: calculate the slope, x-intercept, and y-intercept, and label the intercepts on the graph calculate the slope, x-intercept, and y-intercept, and label the intercepts on the graph  y = -2x – 7
3: calculate the distance you will travel if you maintain an average speed of 10m s for 40 seconds
3: calculate the angular velocity of an electric motor turning at 1500 rpm
3: calculate area of a triangle with 3 sides
3: calculate area of a box
3: caitlin had $402 in her bank account. she withdrew $15 each week to pay for a swimming lesson. she now has $237.a. write an equation that can be used to find the number of swimming lessons that she paid for.b. how many swimming lessons did she pay for?c. at the time she has $237, the cost of a lesson rose to $19. how many lessons can she pay for with her remaining $237?
3: cable suspension bridgec load dritribution
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3: c+7/4=6/7
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3: brian has 2.55 in dimes and quarters. he has 8 more dimes than quarters. how many quarters does he have?
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3: biting an unpopped kernel of popcorn hurts! as an experiment, a self-confessed connoisseur of cheap popcorn carefully counted 773 kernels and put them in a popper. after popping, the unpopped kernels were counted. there were 86. (a) construct a 90 percent confidence interval for the proportion of all kernels that would not pop. (b) check the normality assumption. (c) try the very quick rule. does it work well here? why, or why not? (d) why might this sample not be typical?
3: bill and jane are mowing lawn. bill has mowed 1/8 of the lawn and jane has mowed another 1/4 of the lawn , how much of the lawn still  remains to be mowed
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3: based on the information given for each of the following studies, decide whether to reject the null hypothesis. for each, give a) the z-score cutoff (or cutoffs) on the comparison distribution at which the null hypothesis should be rejected, b) the z-score on
3: based on the information given for each of the following studies, decide whether to reject the null hypothesis. for each, give (a) the z-score cutoff (or cutoffs) on the comparison distribution at which the null hypothesis should be rejected, (b) the z score on the comparison distribution for the sample score, and (c) your conclusion. assume that all populations are normally distributed.
3: base prism
3: base for a morning workout, riding at the rate of 18 mph. one hour later, her support staff leaves the base in a car going 42 mph in the same direction. how long will it take the support staff to catch up with the cyclist
3: barbaras goal is to practice piano 20 minutes for every 5 minutes of lessons she takes if she takes a 20 minute piano lesson this week how many minutes should she practice this week?
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3: b.	what was the percent growth in home depot’s sales from 2002 to 2006? do all your work by using scientific notation
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3: average movie prices in the united states are in general lower than other countries. it would cost $80.65
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3: average 3 days
3: at your lemonade stand you charge .50 for a half cup and .75 for a full cup. 12 cups have been used and you have made 8.00. how many of each size of drink did you sell
3: at what rate of simple interest a principal amount becomes 3 times in 20 years
3: at water world the admission fee is $17.00, and you can rent an inner tube for $0.75 per hour. you can use the formula p = 17.00 + 0.75 h to find the total cost for admission plus renting an inner tube.
3: at the school play on friday night, 120 tickets were sold. student tickets cost $5 each and adult tickets cost $7 each. the total sales for the evening were $670. how many of each type of ticket were sold?  write a system of equations that represents this problem; then solve and answer the question.
3: at the school play on friday night, 120 tickets were sold. student tickets cost $5 each and adult tickets cost $7 each. the total sales for the evening were $670. how many of each type of ticket were sold?
3: at the movie theatre, child admission is  and adult admission is  . on monday, three times as many adult tickets as child tickets were sold, for a total sales of  . how many child tickets were sold that day?
3: at the end of a meal in a restaurant, a person wants to have pie à la mode (pie topped with ice cream) for dessert. there are 5 flavors of ice cream—chocolate, vanilla, strawberry, peach, and coffee—and there are 2 kinds of pie—apple and cherry. if the waiter picks the pie and ice cream at random, what is the probability that the person will get apple pie with vanilla ice cream
3: at the begining of a walk, robert
3: at a temperature of t degrees fahrenheit, sound travels s feet per second, where s=21.9 square root 5t+2457. during blasting
3: at a temperature of t degrees fahrenheit, sound travels s feet
3: at a temperature of t degrees fahrenheit, sound travels
3: at a certain high school, the respective weights for the following subjects are:
3: at a carnival, players are to guess the weight of three objects: a tetrahedron, a sphere, and a cube. players are given three different combinations of these items on scales. on scale #1, there is a tetrahedron, a cube, and a sphere. the weight displayed on the first scale is 23 kg. on scale #2, there are two cubes and two spheres. the weight displayed on the second scale is 22 kg. on scale #3, there are two tetrahedron, and one sphere. the weight displayed on the third scale is 26 kg. determine the weights of the items, and explain how you could solve this problem
3: at a bottling company machine
3: assume the likelihood that any flight on northwest airlines arrives within 15 minutes of
3: assume the body temperatures of healthy adults are normally distributed with a mean of 98.20 °f and a standard deviation of 0.62 °f
3: assume that blood pressure readings are normally distributed with u=120 and o=8.  a blood reading of 145 or more may require medical attention.  what percent of people have a blood pressure reading greater than 145
3: assume that a surveyor stands at the top of a mountain that is ?h? feet tall. if the distance (in feet) that he can see is defined by d = 3200.2 sqrt(h), then answer the following. (a) how far can the surveyor see from the top of a 2000-foot mountain? (b) how tall is the mountain, if the surveyor can see 15 miles? (note: 1 mile equals 5280 feet.)
3: assume that a set of test scores is normally distributed with a mean of 100 and a standard deviation of 20. use the 68-95-99.7 rule to find the following quantities:
3: assume that a sample is drawn and z(α/2) = 1.96 and σ = 25.  answer the following questions:
3: as you are leaving the community, you notice another new community just down the street
3: as part of a training program for the boston marathon, a runner wants to build endurance by running at a rate of 10 mph for 40 min. how far will the runner travel in that time period?
3: as a sample size approaches infinity, how does the t distribution compare to the normal z distribution?
3: as a sample size approaches infinity
3: as a particle moves along a straight path, its speed v (in cm/sec) at time t (in seconds) is given by the equation. for what subintervals of the given time interval [a, b] will its speed be at least k cm/sec?
3: art needs to put 1200 into tellers drawer. he put in 25 $25
3: art needs to put 1200 into a teller's drawer
3: arnold had $1.70 in dimes and quarters . he had 3 more dimes than quarters . how many of each coin did he have
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3: area triangle from 3 sides
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3: ar a recent egg tossing contest one studet threw an egg 80 feet someone in the crowd observed that the egg reached a maximun height of 16 feet
3: april shoots an arrow upward into the air at a speed of 32 feet per second from a platform that is 22 feet high. the height of the arrow is given by the function h(t) = -16t2 + 32t + 22, where t is the time is seconds. what is the maximum height of the arrow?
3: appropriate domain and range for c(g)
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3: answer to 2x+x=21
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3: angles a and b are complementary. if angle a = x+4 and angle b = 10x-2 find the measure of each angle
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3: angle between minute hand and hour hand at 3.05 am
3: angle a and b are supplementary . the measure of angle b is 30  degrees more than twice. the measure of angle a. find the measure of the two angles
3: angie walks 40 feet in 5 seconds
3: analytical geometry and quadrilaterals
3: an ordinary deck of playing cards contains 52 cards, 26 red and 26 black. if a card is dealt to each of 2 players, find in how many different ways this can be done if the following occur
3: an operation has a 25 percent scrap rate. as a result, 74 pieces per hour are produced. what is the potential increase in labor productivity that could be achieved by eliminating the scrap? (round your intermediate calculations to 3 decimal places and final answer to 1 decimal place. omit the % sign in your response.)
3: an office has some 20 cents stamps and some 28 cents
3: an isosceles triangle has a perimeter of 8 cm. find a function that models its area a in terms of the length of its base b.
3: an isosceles triangle has a hypotenuse of 15 cm. determine the length of the two equal sides
3: an isosceles right triangle has a hypotenuse of 6 feet. find the length of each leg. round to the nearest hundredth foot.
3: an introductions to functions in algebra
3: an internal study by the technology services department at lahey electronics revealed company employees receive an average of two emails per hour. assume the arrival of these emails is approximated by the poisson distribution.
3: an integer from 100 through 999, inclusive, is to be
3: an integer from 100 through 999 inclusive
3: an insurance company has discovered that only about 0.1% of the population is involved in a certain type of accident each year. if its 10000 policy holders were randomly
3: an experimental surgical procedure is being studied
3: an elevator is rated to safely hold ten 250 lb people. the elevator is loaded as follows: three 600 lbs cartons of books, jim (180 lbs), gavin (330 lbs), deb (250 lbs), and susan (120 lbs). in actuality, this elevator is safe holding 10% more than the posted limit. how much more weight could be safely added to this elevator?
3: an election poll reported that a candidate had an
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3: an automobile dealer wants to construct a pie graph to represent types of cars that were sold in july. he sold 72 cars, 20 of which were convertibles. the convertibles will represent how many degrees in the circle?
3: an auditor reviewed 25 oral surgery insurance claims from a particular surgical office, determining
3: an artifact was found and tested for its carbon-14 content.if 81% of the original carbon-14 was still present,what is its probable age
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3: an airplane flew for 6 hours with a tail wind of 60 km/hr. the return flight against the same wind took 8 hours. find the speed of the airplane in still air
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3: aldrich ames is a convicted traitor who ...psychology laboratory) are told a secret...
3: al goes 8 mph; ben goes 22 mph in the opposite direction. how many hours has ben traveled when they are 180 miles apart?
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3: after a sailboat had been on the water for 3 h, a change in the wind direction reduced the average s
3: after 4 years, what is the total amount of an investment of $1500 in an account paying 2.5% interest, compounded quarterly?
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3: acrylic bone cement is sometimes used in hip and knee replacements to fix an artificial joint in place. the force required to break an acrylic bone cement bond was measured for n = 10 specimens under specified conditions, and the resulting mean and standard deviation were 304.99 newtons and 43.87 newtons, respectively. assuming that the breaking force under these conditions has a distribution that is approximately normal, construct a 90% confidence interval for the true average breaking force,  f , of the acrylic bone cement under the specified conditions.
3: acid solution a is composed of 12.5% hydrochloric acid, and acid solution b is composed of 34% hydrochloric acid. how much of each solution are needed to obtain 86 ounces of a solution that contains 25% hydrochloric acid
3: according to the national institute of child health and human development, women aged 35 years have a probability of 0.0025 of having a child with down syndrome. find the probability that five randomly selected children who have down syndrome are born to mothers aged 35 years.
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3: about 10% of the population is allergic to pollen. if two people are randomly selected
3: aboat traveled 336 miles downstream and back.the trip downstream took 12 hour. the trip back took 14 hour. what is the speed of the boat in still water? what is the speed of the current?
3: abcd is a quadrilateral in which angle a = 40 degrees and angle b = 150 degrees. could abcd be a parallelogram?
3: abcd is a parallelogram. find the measure of
3: abby has coins only dimes and nickles
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3: a.one important application of logarithms is found in various computer search routines. for example, a binary search algorithm on a table (or array) of data takes a maximum of log2n (“log base 2, of n”) steps to complete, where n is the number of data elements that can be searched. how many steps (at most) are needed for a search of a table with 16 elements? 512 elements? explain.
3: a. $800 to be received 10 years from now discounted back to the present at 10 percent
3: a.	write home depot’s 2002 sales and 2006 sales in scientific notation.
3: a.	which mover provides a better deal for 2 hours of work? how did you arrive at your answer?
3: a.	what are the coordinates of tree a, plant b, plant c, patio d, plant e, and plant f?
3: a.	the sales representative here tells you they also have two floor plans available, but they only have 38 homes still for sale. write an equation that illustrates the situation. use x and y to denote floor plan one and floor plan two respectively.
3: a.	from national weather service records, the annual snowfall in the topkick mountains has a mean of 92 inches and a standard deviation  of 12 inches. if the snowfall from 25 randomly selected years are chosen, what it the probability that the snowfall would be less than 95 inches
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3: a word problem for a square pyramid
3: a woman walks 70m to an elevator and then rises upward 40m. what is her displacement from her starting point?
3: a wire of length of 100 cm is cut into two
3: a wire of length 200 is cut into 2 parts and each part is bent to form a square. if the area of the larger square is 9 times that of the smaller square, find the perimeter of the larger square
3: a wire 360 in long is cut into two pieces. one piece is formed into a square and the other into a circle. if the two figures have the same area, what are the lengths of the two pieces of wire (to the nearest tenth of an inch)
3: a water-tank can be filled by any combination of 3 taps.
3: a water tank can be filled by any combination of 3 different taps . with the smallest tap the tank can be filled in 20 mins. with the middle tap the tank can be filled in 12 mins. with the largest tap the tank can be filled in 5 minutes .how long does it take to fill the tank with all 3 taps running ?
3: a vending machine dispenses coffee into a twenty-ounce cup
3: a typical tire for a compact car is 22 inches in diameter
3: a twelve-foot ladder is leaning against a wall. if the ladder reaches 8 ft high on the wall, what is the angle the ladder forms with the ground to the nearest degree?
3: a truck is moving at a rate of 90 kilometers per hour, and the diameter of its wheels is 1 meter
3: a travel agent is organizing a trip for a local ski club
3: a train travels 80 miles per hour. a plane travels 200 miles per hour. how many hours longer will it take the train to travel 1,600 miles than it will take the plane?
3: a train leaves the station math problem
3: a train leaves at 6:00 pm traveling west at 80
3: a toy designer wants to create a set of toys with s center of gravity.the best choice of concurrent linr and points to place the center of gravity would be
3: a total of $7400 is deposited into two simple interest accounts. on one account the annual simple interest rate is 5%, and on the second account the annual simple interest rate is 7%. the amount of interest earned for 1 year was $398. how much was invested in each account?
3: a total of $6800 is deposited into two simple interest accounts. on one account the annual simple interest rate is 2%, and on the second account the annual simple interest rate is 4%. the amount of interest earned for 1 year was $172. how much was invested in each account
3: a tight end can run the hundred yard dash in twelve seconds a defensive back can do it in ten seconds. the tight end catches a pass at his own twenty yard line with the defensive back at the fifteen yard line. if no other players are near by, at what yard line will the defensive back catch up to the tight end?
3: a theif steals number of plants math word problem
3: a test consists of 25 multiple choice quetions
3: a test consists of 25
3: a test consists of 10 true false
3: a teacher has a set of 12 problems to use on a math exam. the teacher makes different versions of the exam by putting 10 questions on each exam. how many different exams can the teacher make?
3: a surveyor is measuring the distance across a small lake
3: a survey of 25 grocery stores revealed that the average price of a gallon of milk was $2.98 with a standard error of $0.10. what is the 98% confidence interval to estimate the true cost of a gallon of milk?
3: a survey of 144 retail stores revealed that the average price of a microwave was $375 with a standard error of $20. what is the 95% confidence interval to estimate the true cost of the microwave?
3: a surgical technique is performed on seven patients
3: a student team examined parked cars in four different suburban shopping malls. one hundred vehicles
3: a student studying for a vocab test knows the meanings of
3: a student receives his grade report
3: a student opens a mathematics book 1332
3: a student needs at least 80% of all points on the tests in a class to get a b. there are three 100-point tests and a 250-point final. the student's test scores are 72%, 85% and 78% for the 100 point tests. what is the least score the student can make on the final and still get a b?
3: a student needs at least 80% of all points
3: a student has test scores of 90, 74, 82, and 90. the next test is the final examination, which will count as two test grades
3: a store mixes kenyan coffee worth $11 per kilogram and turkish coffee worth $15 per kilogram.  the mixture is to sell for $14 per kilogram.  find how much of each should be used to make a 288-kilogram mixture.
3: a store mixes kenyan coffee
3: a store mixes brazilan coffee worth $10 per kilogram and turkish
3: a statistics professor finds that when he schedules an office hour for student help, an average of  students arrive. 
3: a square vegetable garden is to be tilled and then enclosed with a fence. if the fence costs $1.00 per foot and the cost of preparing the soil is $0.90 per ft2, determine the size of the garden that can be enclosed for $328.10.
3: a square plate of some size is cut at four corners. equal squares of the same size are cut and is formed as open box. if this open box carries 128 ml of oil. what is the size of the side of the plate?
3: a square garden has fourteen posts along each side at equal interval. find how many posts are there in all four sides
3: a spoonful of cream is taken from a pitcher and put into a cup of coffee
3: a spherical water tank has a diameter of 10 feet. how much water does it hold when half full?
3: a special tea blend is made from two different
3: a solution is 30% chlorine and another is 70%
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3: a single engine flies east from
3: a single card is drawn from a deck. find the probability of selecting a 10 or a diamond
3: a single 6 sided die is rolled twice. find the probability of getting two numbers whose sum is greater than 10
3: a signal flare is fired upward from ground level
3: a sign manufacturer makes yield signs by cutting an equilateral triangle from a square piece of aluminum with the dimensions 36in wide by 36 in high. the height of the yield sign to the nearest tenth is?
3: a shirt is 97
3: a shipment of 9 typewriters contains two that are defective.  find the probability that a sample size of 3
3: a sample of 4 different calculators is randomly selected
3: a sample of 4 different calculators
3: a sample of 25 concession stand purchases at the october 22 matinee of bride of chucky showed
3: a sales manager buys antacid in bottles by the gross if he goes through 3 bottles of antacid every day how long will the gross last
3: a sales firm receives an average of four calls per hour on its toll-free number.  for any given hour find the probability that it will receive exactly three calls.
3: a sailor on leave to yosemite park from his home at 60 miles per hour
3: a running track has the shape shown in the figure
3: a roulette wheel has 38 numbered slots (1 through 36, 0, and 00). of the 38 compartments, 18 are black, 18 are red, and two are green. a play has the dealer spin the wheel and a small ball in opposite directions. as the ball slows to a stop, it can land with equal probability on any one of the 38 numbered slots. find the probability of green occurring on two consecutive spins.
3: a rocket is launched from a platform
3: a rock is thrown from the top of a tall building. the distance, in feet, between the rock and ground t seconds after it is thrown
3: a river has a current of 3 miles per hour
3: a right triangle has a hypotenuse of length 15 and a leg of length 8. what is the area of the triangle? if necessary, round your answer to two decimal places.
3: a researcher used stepwise regression to create regression models to predict birthrate (births per
3: a researcher is interested in estimating the noise levels in decibels at area urban hospitals. she wants to be 98% confident that her estimate is correct.  if the standard deviation is 4.74, how large a sample is needed to get the desired information to be accurate within 0.69 decibels?  show all work.
3: a research wishes to estimate, with a 95% confidence
3: a remote control car races straight down the street at 26 miles per hour. two hours later, a second remote control car races straight down the same street at 52 miles per hour in pursuit of the first car. from the moment the first car started, how many hours will it take the second car to catch up to the first?
3: a regular pyramid has a slant height of 12 inches. its base is a square with a base edge length of 18 inches
3: a regular polygon of 11 sides has vertex angles which measure how many degrees
3: a rectangular table is six times
3: a rectangular piece of land had length 3m more than double the width. the area of the rectangle is 170m
3: a rectangular parking lot has a length that is 5 yards greater than the width
3: a rectangular animal pen with area 1200
3: a rectangles length is three times it's width
3: a rectangles lenght, l, is 3 times the width, w. if thr perimeter of the rectangle is 96 units, what are the rectangles dimensions and area?
3: a rectangle is three times longer than it is wide. it has a diagonal of length 50 centimeters.
3: a rectangle is drawn on a coordinate plane so that the 3 vertices are located at (-5,2),(5,2) and (-5,-3) what are the coordinates foof the fourth vertex of the rectangle ?
3: a rectangle is 5/8 as wide as it is long. how wide is the rectangle if it is 10 inches long?
3: a rectangle has vertices
3: a rectangle has aperimeter of 24 units. if the width is a units, which of the following is the length
3: a rectangle has a width of 10 feet and a length of 20 feet the deck surrounds the pool is 2 feet woide
3: a rectangle has a perimeter of 58 inches the length is one more than 3 times the width
3: a recreation room has the following dimensions. carpeting will cost $9.00 a square yard. how many square yards of carpet will be needed and how much will it cost? include correct units at each stage within your solution.
3: a recent study focused on the number of times men and women who live alone buy take-out dinner in a month. the information is summarized below.
3: a recent article in vitalitymagazine reported that the mean amount of leisure time per
3: a radio station is going to construct a 12-foot tower
3: a quiz consists of 20 multiple-choice questions, each with 4 possible answers. for someone who makes random guesses for all of the answers, find the probability of passing if the minimum passing grade is 60 %.
3: a quilt is 3 m long 2 m wide.how many 1-meter squares were used to make the quilt
3: a projectile is thrown upward
3: a presidential candidate's aide estimates that, among all college students, the proportion  who intend to vote in the upcoming election is at most . if   out of a random sample of  college students expressed an intent to vote, can the aide's estimate be rejected at the  level of significance?  perform a one-tailed test. then fill in the table below.  carry your intermediate computations to at least three decimal places and round your answers as specified in the table. (if necessary, consult a list of formulas.)
3: a popular, nationwide standardized test taken by high-school juniors and seniors may or may not measure academic potential, but we can nonetheless examine the relationship between scores on this test and performance in college.we have chosen a random sample of fifteen students just finishing their first year of college, and for each student we've recorded her score on this standardized test (from  to ) and her grade point average (from  to ) for her first year in college. the data are shown below, with  denoting the score on the standardized test and  denoting the first-year college grade point average. a scatter plot of the data is shown in figure 1. also given are the products of the standardized test scores and grade point averages for each of the fifteen students. (these products, written in the column labelled , may aid in calculations
3: a pond is enclosed by a wooden deck
3: a polygon whose sides all have the same length
3: a pole situated at the bottom of a hill that slopes up at an angle
3: a plane travels from orlando to denver
3: a plane travelinag at a constant speed is able to travel 750 milies in 5 hours. how fast is the plane flying
3: a pizza box with a square base is to be made from a rectangular sheet of cardboard by cutting six 1-inch squares from the corners and the middle sections and folding up the sides (see the figure). if the area of the base is to be 361 in2, what size piece of cardboard should be used?
3: a pizza box with a square base is to be made from a rectangular sheet of cardboard by cutting six 1-inch squares from the corners and the middle sections and folding up the sides (see the figure). if the area of the base is to be 289 in2, what size piece of cardboard should be used?
3: a pilot wants to fly due north a distance of 125 km. the wind i sblowing out of the west
3: a pilot flew a jet from montreal to los angeles, a distance of 2500 mi
3: a pilot can travel 400 miles with
3: a pharmacist is to prepare 15 millileters
3: a pharmaceutical company is testing the effectiveness of a new drug for lowering cholesterol
3: a person won a lottery prize of 20000 from which 25% was deducted for taxes. the remainder was invested partly for a 40% gain, and the rest for a 10% loss. how much was each investment if there was a $2000 net investment gain
3: a passenger plane made a trip to las vegas
3: a pair of jeans are on sale for 15% off 29.74
3: a painter can finish painting a house in 3 hours her assistant takes 5 hours how long would take them if they work together
3: a package contains 9 candy canes, 6 of which are cracked. if 2 are selected, find the probability of getting no cracked candy canes
3: a one compartment vertical file is to be constructed by bending the long side of an 8 in. by 20 in. sheet of plastic along two lines to form a u shape.  how tall should the file be to maximize the volume that it can hold?
3: a numbers game run by many state governments allows a player to select a three-digit number from 000 to 999. there are 1000 such numbers. a bet of $10 is placed on a number. if the number is selected, the player wins $1,000. if any other number is selected, the player wins nothing. find the expected value for the game.
3: a number is at least 5
3: a number decreased by -3 is equal to -40. write an equation
3: a norman window has the shape of a rectangle surmounted by a semicircle. if the perimeter of the window is 8 ft, express the area a of the window as a function of the width x of the window.
3: a normal distribution has a mean of 80 and a standard deviation of 14. determine the value above which 80% of values will occur?
3: a new cruise ship line has just launched 3 new ships
3: a new cruise ship line has just launched
3: a multiple choice test has 100 questions. for subjects making random guesses for each answer
3: a movie theater has two ticket prices $8 for adults and $5 for children if the box office took in $4116 from  the saleof the 600 tickets how many tickets of each kind were sold
3: a monthly interest rate of 1% on the balance at the end of each month for one year
3: a mining company is considering two sites on which to dig, described as follows:  site a: profit if diamonds are found = $70 million. loss if no diamonds are found = $15 million. probability of finding diamonds = 0.2  site b: profit if diamonds are found = $140 million. loss if no diamonds are found = $21 million. probability of finding diamonds = 0.1  what is the expected profit for each site?
3: a mini license plate for a toy car must consist of two numbers followed by a letter. each number must be a 7, 8, 0r 9.
3: a meteorite is 3 times larger of the weight of another meteorite if the sum of their weight is 88 tons find the weight if each.    solve step by step
3: a marketing group developing online ad space is offering two payment options:
3: a manager at a local bank analyzed the relationship between monthly salary and three independent variables: length of service (measured in months), gender (0 = female, 1 = male) and job type (0 = clerical, 1 = technical). the following anova summarizes the regression results: in the regression model, which of the following are dummy variables?
3: a man invests 20000 at an annual interest rate of 7% and 12000 at an annual interest rate of 7.5% what was his annual income on the two investments
3: a local county has a very active adult education venue.  a random sample of the population showed that 189 out of 400 persons 16 years old or older participated in some type of formal adult education activities, such as basic skills training, apprenticeships, personal interest programs.  estimate the true proportion of adults participating in some kind of formal education program with 98% confidence.
3: a loaf of bread is normally distributed
3: a line segment is divided into two segments that are in a ratio 4 to 7. the measure of one segment is 15 inches longer than the measure of the other. find the measure of each segment
3: a light plane flew from its home base to an airport 255 miles away
3: a light plane flew from its home base to an airport 255
3: a light hangs 4.8ft above the center of a circular table 7.2 ft in diameter
3: a light hangs 4.8 ft above the center of a circular table 7.2 ft in diameter
3: a light hangs 4.8 ft above
3: a leather coin purse has the shape of a triangle. two sides are equal in length and the third side is 3 centimeters shorter than one and one-half times the length of the equal sides. the perimeter is 28.5 centimeters. find the lengths of the sides.
3: a leather coin purse has the shape of a triangle. two sides are equal in length and the third side is 3 centimeters shorter than one and one-half times the length of the equal sides. the perimeter is 28.5 centimeters. find the length of the sides.
3: a large watermelon weighs 20 kg with 96% of its weight being water. it is allowed to stand in the sun and some of the water evaporates so that now only 81% of its weight is water. its reduced weight will be??
3: a large office building is having its old, single pane windows replaced with double pane windows.  the company replacing the windows charges $600 for the service call.  since all of the windows are identical in size, the company agreed to charge the same price for each, even though some were not at ground level.  the charge to replace each window is $400+51.
3: a large and a small heating unit are being used to heat the water of a pool.  the larger unit, working alone, requires 8 h
3: a landscaper who just completed a rectangular flower garden measuring 15 feet in length by 8 feet in width
3: a ladder is resting against a wall. the top of the ladder
3: a ladder is leaning against the top of a 7.0 foot wall. if the bottom of the ladder is 4.5 feet from the wall,what is the anlge between the ladder and the wall?
3: a ladder 40 ft long leans against a building and reaches a ledge. the foot of the ladder is 16 ft from the building. how high is the ledge?
3: a jet plane traveling at 500 mph
3: a initial investment of 10,000 grows 11
3: a hospital parking lot charges 3.00
3: a guy wire 80m long
3: a grocer has two kinds of nuts
3: a grain-storage warehouse has a total of 24 bins. some hold 30 tons of grain each, and the rest hold 25 tons each. how many of each type of bin are there if the capacity of the warehouse is 640 tons
3: a gracery store sells a mixture of peanuts and raisins for 1.75 per pound. if peanuts cost 1.25 per pound and raisins cost 2.75 per pound, what amount of raisins and peanuts go into 1 pound of mixture
3: a girl scout troop sold cookies. if the girls sold 5 more boxes the second week than they did the first, and if they doubled the sales of the second week for the third week to sell a total of 431 boxes of cookies, how many did they sell each week?
3: a girl buys three apples and seven oranges for $4.56
3: a gardner has a rose garden that measures 30 ft by 20 ft. he wants to put a uniform border of pine bark around the outside of the garden let x be the width of the border in ft. write an expression for the total area of the border in terms of the width x.
3: a friend randomly chooses two cards without replacement
3: a flashlight has 6 batteries, 2 out of which are defective
3: a fence encloses a rectangular garden that is 50 feet long and 10 feet wide. to make the garden larger while using the same fence, its shape is changed to a square. by how many square feet does this shape enlarge the garden?
3: a father is currently four times as old as the son
3: a father and son are digging a garden that is 7 feet long and 5 feet wide. the father, working alone, can dig the garden in 3 hours. the son can do the job in 4 hours. if they both work together, how long would the two need to complete the task? (round your a
3: a farmer plans to use 250 feet of fencing to enclose a rectangular corral behind a barn. the back of the barn is 50 feet long and will serve as part of the boundary for the corral. find the maximum area of the corral.
3: a farmer has 2400 ft of fencing
3: a farmer decides to enclose
3: a farm has 60 cows, pigs, and horses. there are 4 times as many cows and pigs as horses. how many horses are there?
3: a family drove to a beach resort at an average speed of 55 mph and later returned over a road at an average speed of 65 mph.  find the distance to the resort if the total driving time was 12 hours.
3: a fair coin is tossed 5 times. what is the probability of obtaining at least 1 head?
3: a door is 6ft 6 in tall and 36 in. wide.  can a piece of plywood that is 7ft by 8ft be carried through the door?
3: a dogs leash is tied to a peg in the ground the leash is 20 ft long over how many square feet of area can the dog walk
3: a dehydrated patient needs a 6.4% saline iv. unfortunately, the hospital only has bags of 6% and 8% saline solutions. how many liters of each of these solutions should be mixed together to yield 1 liter of the desired concentration?
3: a dealer buys a new car for $8400. how much do you have to pay for the car if the dealer makes a 220% profite
3: a cyclist completes a journey of 500 m in 22
3: a customer wants to make a teepee in his backyard
3: a customer has a balance of $1350. 
3: a cube of 3 units is painted on all sides. if this cube is divided into cubes of 1 unit,how many cube
3: a coupon book for a bridge cost 30$ per month. the toll for the bridge is normally $5
3: a convenience store asked every 21st person who entered the store for a week their opinion of the automatic checkout machines. is this an unbiased sample? give a reason for your conclusion
3: a container with curved sides is 10 ft. tall. when water is in teh container to a depth of h ft the number of cubic feet of water can be approximated by using the formula
3: a consumer wants to purchase 1.5l of antibacterial liquid hand soap. the bottles on the store shelf hold
3: a company will need $45,000 in 5 years for a new addition to meet this goal the company deposits 6% interest
3: a company has a machine that can complete a job in 6 hours. with the help of a newer machine, the job can be completed in 2 hours. how long would the new machine take to do the job alone?
3: a company has 24 salespeople.  the test must evaluate whether their product knowledge has improved or remained unchanged after a training program.
3: a coin is tossed and then a die is rolled. find the probability of getting a 5 on the die given that the coin landed tails up.
3: a coin collection contains nickels dimes and quarters. there are twice as many dimes as quarters and seven more nickels than dimes. the total value of all coins'
3: a closed box with a square base
3: a clinical trial is conducted to compare an experimental medication to placebo to reduce the symptoms of asthma.
3: a class consists of 11 boys and 13 girls. if 1 of the boys and 2 of the girls are absent, what fraction of the entire class is absent
3: a city council consists of 7 males and 4 females
3: a circus performance is witnessed by 120 people
3: a circle measures 12 feet in diameter. what’s its area to the nearest foot
3: a chemist wishes to strengthen a mixture
3: a chemist wants to make a 10% solution of fertilizer
3: a chemist has a solution that is 20% peroxide and another solution that is 70% peroxide
3: a charter company will provide a plane for a fare of 60
3: a certain brand of flat white interior latex paint claims one-coat coverage of 400 square feet per gallon.
3: a carpenter is building a rectangular room wth a fixed perimeter of 208 feet.  what dimensions would yeild the maximum area?  what is the maximum area?
3: a carpenter is building a rectangular room with a fixed perimeter of 353 ft. what dimensions would yeild the maximum area? what is the maximum area?
3: a car's speedometer reads 60 miles per hour
3: a car travels up a hill at a constant speed of 32 km/h and returns down the hill at a constant speed of 63 km/h. calculate the average speed (in km/h) for the round trip.
3: a car travels two miles. in the first mile the car averaged 30 miles per hour. how fast does the car have to go in the second mile for the total 2 mile trip average speed to be 60 miles per hour.
3: a car travels for 90 miles at an average speed 60mph. due to traffic it then reduces its average speed to 30mph for a further 60 miles. how long does the journey take?
3: a car travels for 90 miles at an average speed 60mph.  due to traffic it then reduces its average speed to 30mph for a further 60 miles.  how long does the journey take?
3: a car traveling with constant speed travels 150 in two hours. what is the speed of the car?
3: a car dealer sells a suv for $39,000, which represents a 25% markup over the dealer's cost. what was the cost of the suv to the dealer?
3: a canoeist paddles 20 miles in 5 hours upstream, and 21 miles in 3 hours downstream
3: a burgular system has six fail-safe components. the probability of each
3: a building casts a shadow 31 m long. at the same time, the shadow cast by a 37-cm tall pole is 58 cm long. find the height of the building.
3: a boy leaves on a bicycle trip at the rate of 8 mph. one hour later the father, realizing that his son forgot his camping gear, sets out by car. how fast must the father drive to overtake the boy in 15 minutes?
3: a box with an open top is to constructed from a rectangular piece of cardboard with dimensions 13 inches by 28 inches by cutting out equal squares of side x
3: a box contains ten 1 bills
3: a boat travels due east for a distance of 15 mile it then travels due north for a distance of 20 miles at which point it drops anchor how many miles is the boat from its starting point
3: a boat traveled 336 miles downsteam and back.the trip downstream took 12 hours.the trip back took 14 hour.what is the speed of the boat in still water?what is the speed of the current?
3: a bike messenger rode 4.5 miles to pick up a package at the edge of town. she then rode 3.9 miles back into town to deliver the package. the entire ride took her a half-hour, or 0.5 hour.
3: a baseball team played 16 games. they won 3 times as many as they lost. how many did they lost?
3: a baseball team has home games on thursday and sunday
3: a baseball team has home games on thursday and saturday. the two games together earn 4401.00
3: a balloon rising vertically with a velocity of 16 feet
3: a bag contains 5 green marbles and three red
3: a = p + prt solve for t
3: a = 1/2bh solve for h
3: a = 1/2 b - 4
3: a 98% confidence interval estimate for a population mean was computed to be 33.7
3: a 90% confidence interval estimate for a population mean was computed to be  ( 49.3, 67.9) determine teh mean of the sample
3: a 35 inch board is cut into two pieces. one piece is 7 inches longer than the other. find the length of the longer piece.
3: a 25-by-40-inch sheet of paper is to be used for a poster, with the shorter side at the bottom. the margins at the sides and top are to have the same width, and the bottom margin is to be twice as wide as the other margins. find the width of the margins if the printed area is to be 531 in2
3: a 21-by-24-inch sheet of paper is to be used for a poster, with the shorter side at the bottom. the margins at the sides and top are to have the same width, and the bottom margin is to be twice as wide as the other margins. find the width of the margins if th
3: a 125-ft diagonal brace on a bridge connects a support of the center of the bridge to a side support on the bridge. the horizontal distance that it spans is 25 ft longer than the height that it reaches on the side of the bridge. find the horizontal and vertical distances spanned by this brace.
3: a 10 in tv set also has a width of 8 inches. what is the height?
3: a 1 2bh for h
3: a  - b is the average of x
3: 9x^4 - 18x^2 + 5 = 0
3: 9x^2-6x+37=0
3: 9x=2x+14
3: 9x-y+y=21
3: 9x-7y=-7
3: 9n+18=81
3: 9log9(7)
3: 9=4a+13
3: 95% confidence interval for the averge repair time of all
3: 9.6 algebra
3: 9. consider the venn diagram  below.  the numbers in the regions of the circle indicate the number of items that belong to that region.
3: 9+1=6 solution
3: 9 4/10 as a decimal
3: 8x^3-64
3: 8x^2-28x-60=
3: 8x-4y=20
3: 8u=3u+35
3: 8t r 12t t
3: 8q+q 2+7 divided by 7+q
3: 8a+b=1 and 8a-3b=3 using elimination
3: 85 is the maximum points you can score if you score 68 what is your grade
3: 80% acid solution you need how many gallons
3: 8/9=?/-27
3: 8.08*10^7
3: 8+(n+7)+3
3: 8(1+5x)+5=13=5x
3: 8% compounded 12 times a year
3: 8 is 40% of what number
3: 8 is 40 of what number
3: 7y=y-42
3: 7x-11=5x+19
3: 7x+3y=21
3: 7x - 11 = -19+ 3x step by step solving
3: 7a-b=15a for a
3: 7=1/w-4
3: 75 exam grade
3: 70% of what number is 92
3: 7/15 as a percentage
3: 7/12 runners are women. if there are 1440 runners how many are women
3: 7+sqrt2x-1=10
3: 7 less than twice a number is -1
3: 7 is what percent of 35
3: 7 characteristics of a rectangle
3: 6y = 9x3
3: 6x^2-216
3: 6x^2+11x-10=0
3: 6x-2x+11=-5 solve
3: 6x - 8 > 7x
3: 6ft tall man stands next to tree if mans shadow next to tree is 4ft how tall is tree
3: 68-95-99.7 rule
3: 65 million over 19.5 billion
3: 64x^3 - 1= 0 polynomial equation
3: 64a^3-27b^3
3: 600+5x=10y
3: 60% of 300
3: 60 ft flagpole trig question
3: 6/7 = 5/y
3: 6. suppose julie decides to install a fence around just the vegetables and the herbs. what would be the perimeter of the fence?
3: 6 different things word problems
3: 5xy - 3yz - 5xz + yz - 4xz + 7xy
3: 5x-3y=-11 x-2y=2
3: 5x-17=x+7
3: 5x-14-2x=9-(4x+2)
3: 5x-12=18
3: 5x+6y=5, 10x+12y=10 solve by elimination method
3: 5x+3y=30
3: 5x+2y=4. 3x+4y+2z=6
3: 5x+2y=10
3: 5x+10=10y
3: 5t-9=-3t+7
3: 5n+3 and 7n+4 are relatively prime
3: 5mi=  ft
3: 5a2 – 12b2 – 3(a2 – 10b2)
3: 56.   suppose you want to increase the fenced play area to four times its current area. if you can reuse the fencing already at the park, how much new fencing do you need to buy?  (2 points)450 ft
3: 52=4y
3: 50g^2+40g+8 factor each polynomial
3: 5000/200-(2*75%)
3: 500 reduced by 3?
3: 50. fast service truck lines uses the ford super duty f-750 exclusively. management made a study of the maintenance costs and determined the number of miles traveled during the year followed the normal distribution. the mean of the distribution was 60,000 miles and the standard deviation 2,000 miles.
3: 50,50,50,50,50 standard deviation is 50
3: 50% has a z value of
3: 50 percent of what number is 10
3: 5/6 divided by 1/3
3: 5.	use the formula  r = 6e12.77x, where x is the blood alcohol  concentration and r, given in percent, is the risk of having a car accident.  solve: what is blood alcohol concentration corresponds to a 25% risk of an accident?
3: 5.	the relationship between interest rates as a percent (x) and housing starts (y) is given by the linear equation   = 4094 – 269x.  answer these questions.
3: 5) totto, an automobile manufacturer, has designed a radically new engine and wants to recommend the grade of gasoline that will have the best fuel economy. the four grades are regular, below regular, premium, and super premium. the test car made three trial runs on the test track using each of the grades and the miles per gallon were recorded. at the 0.05 level, what is the critical value of f used to test the hypothesis that the miles per gallon for each fuel are the same?
3: 5)	a jet takes the same time to travel 2500 km with the wind as it does to travel 1900 km against the wind. if its speed relative to the air is 450 km/hr, what is the speed of the wind?
3: 5(t-32)/2=5
3: 5(3x-7y)
3: 5 x plus 10 x squared minus 15
3: 5 x +2=47
3: 5 to the negative 4th power
3: 5 times the sum of 3 and some number is 70
3: 5 square root of 18
3: 4y-9=15
3: 4y+5/2=y+9
3: 4y+3x=-8
3: 4x^3-12x+9=0
3: 4x^2+9y = 36 and y=x+3
3: 4x=y-1 6x-2y=-3
3: 4x-y=3
3: 4x-5=4x-20
3: 4x-3y=-9 answer
3: 4x+8y=16
3: 4x+6y:24
3: 4x + y = -7 answer
3: 4x + 3y=12
3: 4x + 3y = -1 3x + y = 3
3: 4w-8=16+2w
3: 4m + (7-m)
3: 4a+5b=6.71
3: 4a+2b-6c=2. 6a+3b-9c=3
3: 480 divided y = 60, how to show
3: 46) to estimate the average annual expenses of students on books and class materials a sample of size 36 is taken. the average is $850 and the standard deviation is $54. a 99% confidence interval for the population mean is __________.
3: 45r^2n-5s^4n
3: 45 60 75 triangle
3: 420 ml of fluid over a 7 hour period how many millilitres per min
3: 42. during recent seasons, major league baseball has been criticized for the length of the games.  a report indicated that the average game lasts 3 hours and 30 minutes.  a sample of 17 games revealed the following times to completion.  (note that the minutes have been changed to fractions of hours, so that a game that lasted 2 hours and 24 minutes is reported at 2.40 hours.)s issues related to health and health costs, surveyed 20 of its subscribers.  it found that the annual health insurance premiums for a family with coverage through an employer averaged $10,979.  the standard deviation of the sample was $1,000.
3: 4/5times5/6
3: 4/5k-5=-7+2/5k
3: 4/15 of the 315 members of a book club are male. how many female members are there in the club
3: 4.2x + 3.8y = 1.9
3: 4.   jeremy is building a large deck for a community center. the deck is shaped as a rectangle. the width of the deck is 29 feet. the perimeter of the deck is to be at least 134 feet.
3: 4.	y = -2x - 7 calculate the slope, x-intercept, y-intercept and label the intercepts on the graph.
3: 4.	the line
3: 4+4i/2i
3: 4(3pq+4r)+5pq
3: 4 sin squared x -3 =0
3: 4 items aranged in a row how many ways
3: 4 fundamental operation show the solution
3: 4 cards are drawn from a standard deck of 52 playing cards
3: 3y=15x-12
3: 3x^2-20x-7
3: 3x^2-12=0
3: 3x=8 function
3: 3x=6x-15
3: 3x3 determinant solver
3: 3x/4+11=17
3: 3x-y=7
3: 3x-y=4
3: 3x-y=-4
3: 3x-8=y-4
3: 3x-6y=12
3: 3x-5y=-8 x+2y=1
3: 3x-5y=-1 x-y=-1
3: 3x-4=12
3: 3x-3y=-9 and 9x-9y=-27 is it dependent or inconsistent or independent
3: 3x+y=9
3: 3x+y=1 solve for y
3: 3x+y=-7 intercepts
3: 3x+y+z=4. 2x+2y+3z=3  x+3y+2z=5
3: 3x+6y=33 3x+4y=19
3: 3x+5y=8
3: 3x+2y+6z=12
3: 3x 5y=15 how find the y intercept
3: 3x + 5y = 75
3: 3x + 4y ==15 what is the slope
3: 3x
3: 3p 11 3p 8
3: 3n-5=-8(6+5n)
3: 3n+7•n
3: 3n+6
3: 3less another number
3: 3k-5=7k-21
3: 3b+5r=45
3: 3;9;81;6;561 next number
3: 3:4:6 triangle perimeter = 104 find sides
3: 3:15::60:
3: 36m^6+12m^4+m^2
3: 36.4,40.2,43.9,56.8,61.4 this series of data begins in year  (i.e., time period  corresponds to ). using regression analysis, a linear trend line of the form  was fit to the data. using this information, generate a forecast for the total yearly amount of money that will be spent on advertising in .
3: 35% of what number is 70?
3: 35% of what number is 70
3: 330 miles at 85 mph
3: 30) when the only sources of variation in a production process are caused by chance, the process is said to be
3: 3/8 + 4/9
3: 3/7+4/14 fractions
3: 3/5(3x+7)=2(2-4x)+10
3: 3/5 of a rectangle is what percent?
3: 3/14 rounded to the nearest fourth
3: 3. you recently started the paperwork to purchase your new home, and were just notified that you can move into the house in 2 weeks. you decide to hire a moving company, but are unsure which company to choose. you search online and are interested in contacting two companies, heavy lifting and quick move, to discuss their rates. heavy lifting charges an $80 fee plus $35 per hour. quick move charges $55 per hour with no additional fees.   a. which mover provides a better deal for 2 hours of work? how did you arrive at your answer?
3: 3. the linear equation y 0.15x+0.79
3: 3.	calculate the sample mean and standard deviation for the age of bigcone douglas-fir trees based on the data above. if this accurately represents the population mean and standard deviation for the age of surviving bigcone douglas-fir trees in the burn area, what is the probability that a randomly selected surviving bigcone douglas-fir tree from the burn area will be 111 years old or less? round to the nearest hundredth
3: 3.	a catering company is buying equipment in order to set up their own store. they have a choice of two ovens that they can purchase for the store. the used oven is $100 less than the new oven, but its heating calibration is off by 20 degrees. which one is a better buy for them?
3: 3-4x>15
3: 3-4q=10q+10
3: 3(a+b)+2b
3: 3(4x+3)-(2x-3)
3: 3(1-2x)=-9
3: 3(-6x+9)-10x=1
3: 3 steps in answering word problem conversions
3: 3 men 3 women
3: 3 log 3 (6x – 4)
3: 3 intergers = 201
3: 3 boys and 3 girls are there. in how many ways can they be seated if boys and girls must alternate?
3: 3 abs(3x+4)-7=5
3: 2y^2 + 5y + 2 factor
3: 2y3+6y
3: 2y-3x=1 on a graph
3: 2y - 6 = x
3: 2x^2=6
3: 2x^2-9x+20
3: 2x^2-8x-5 = 0
3: 2x^2-18 graph
3: 2x^2-12x=-14
3: 2x^2+5x-3=0
3: 2x=9
3: 2x/7 + 3x/2 = 25/7
3: 2x-y=1
3: 2x-y=-1
3: 2x-5y=13
3: 2x-5x
3: 2x-4y=-8
3: 2x-3y=9
3: 2x-3y=-1 y=x-1
3: 2x-3y=-1
3: 2x+y=6 3x-7y=9
3: 2x+y=4 / 4x-5y=22 solve using substitution
3: 2x+7<-4
3: 2x+4=12
3: 2x+3y=12 find the intercepts 
3: 2x+3y=
3: 2x+3y+7z=13 3x+2y-5z=-22 5x+7y-3z=-28
3: 2x+3y+7z=13
3: 2x 4y 8 find x and y intercept
3: 2x - 3y = 9
3: 2x + 6y = 19
3: 2sin2x=1
3: 2csc^2(x) = 3cot^2(x)-1
3: 2^5/2 - 2^3/2
3: 25x^2+16
3: 25w^2-30w+9
3: 25 oz solution is 20 percent alcohol. if 50 oz of water are added
3: 24.9419, 24.942, 24.94189, 24.94199 least to greatest
3: 24. in his pocket, a boy has 3 red marbles, 4 blue marbles, and 4 green marbles. how many will he have to take out of his pocket to ensure that he has taken out at least one of each color?
3: 24% solution 50% solution
3: 23-2t=15-t
3: 21.   jeremy is building a large deck for a community center. the deck is shaped as a rectangle. the width of the deck is 29 feet. the perimeter of the deck is to be at least 134 feet.a. write an inequality that represents all possible values for the length o
3: 20 % off and save $45 how much did i pay
3: 2/5=12/n
3: 2/3 to the 3rd power
3: 2.what is the focus for the parabola ( y+1) 2 = −6( x − 3)?
3: 2.5x - 8 = 5x + 12
3: 2. the coordinate graph of the backyard shows the location of the trees, plants, patio, and utility lines. if necessary, you may copy and paste the image to another document and enlarge it.
3: 2. if sally can paint a house in 4 hours, and john can paint the same house in 6 hour, how long will it take for both of them to paint the house together?
3: 2. at a certain high school, the respective weights for the following subjects are:
3: 2.	as you are leaving the community, you notice another new community just down the street. because you are in the area, you decide to inquire about it.
3: 2-3a=-4+2a
3: 2,5,4,9,7,x; median =5 what is the value of x
3: 2, what is an equation of the line that contains the point (3,-1) and is perpendicular to the line who's equation is y= -3x+2
3: 2(x-y)=8 where x=6
3: 2(x-3y)2+4x(x-3y)
3: 2(n+5)=-2
3: 2 variable equations
3: 2 thirds plus 2 equals 4 x plus 4
3: 2 numbers have product of 180 and a difference of 3
3: 2 gallons of 40 percent acid
3: 1cm: 1km without units
3: 1=5 2=7 3=9
3: 19.   alecia deposited $500 in a savings account at 5% compounded semiannually. what is her balance after 5 years?  (2 points)
3: 18. twenty students randomly assigned to an experimental group
3: 169 squared
3: 16/2[8-3(4-2)]+1
3: 16 coins and all nickels or quarters adding up to $2.80
3: 15x+24=8(10+3x)
3: 15x – y − 5(3x − 2y   5z)
3: 15ncr10
3: 15n(n+15)=0
3: 15= 10x / -14
3: 153306
3: 15.18 sixty
3: 15-(4m-5)=32
3: 15% on $70.00
3: 14.16 (a) plot the data on u.s. general aviation shipments
3: 13.30 statistics interpret results infant mortality rates
3: 13 divided by square root of 2
3: 12x^2+25x-253 factor
3: 12x to the second power + 3x in. to the second power factoring
3: 12p10
3: 120% of y is 42
3: 12.	marbles produced at a certain factory have a 20% chance of being blue. what is the probability that exactly 2 marbles in a randomly selected package of 10 marbles are blue? hint: this is a binomial, not a simple 0.20 answer.
3: 12+x/-4=5x-7/3 +2
3: 12 is what percent of 60
3: 11 fewer than a number
3: 10x^4-17x^2+3=0
3: 10x+15y
3: 10.   the party room at penny's pizza rents for an initial fee of $30 and then $5 per hour. aislyn's bill for her birthday party was $50. for how many hours did she rent the room?  (2 points)
3: 10)	the area of a rectangle is 24 square meters. find the length and width of the rectangle if its length is 5 meters greater than its width. use an equation and the formula  for  area of a rectangle = (width)(length).
3: 10 year ,6% simple interst not face value of $50,000.
3: 10 to the negative 5th power
3: 10 to the 5th power
3: 1/r=1/r1+1/r2
3: 1/6y + 1/6 = 2
3: 1/3+1/2=1/f solve for f
3: 1/2k-3=2-3/4k
3: 1.qr intersects st at point u. if the measure of &qut is 1238 and the
3: 1. many people know that the weight of an object varies on different planets, but did you know that the weight of an object on earth also varies according to the elevation of the object? in particular, the weight of an object follows this equation: , where c is a constant, and r is the distance that the object is from the center of earth.
3: 1. determine all the subsets of { mom, dad, son, daughter}
3: 1. an instrument store gives a 10% discount to all students off the original cost of an instrument. during a back to school sale an additional 15% is taken off the discounted price. julie, a student at the local high school, purchases a flute for $306. how much did it originally cost?
3: 1.	you have recently found a location for your bakery and have begun implementing the first phases of your business plan. your budget consists of an $80,000 loan from your family and a $38,250 small business loan. these loans must be repaid in full within 10 years.
3: 1.	why is it important to simplify radical expressions before adding or subtracting
3: 1.	suppose you are an event coordinator for a large performance theater. one of the hottest new broadway musicals has started to tour and your city is the first stop on the tour. you need to supply information about projected ticket sales to the box office manager. the box office manager uses this information to anticipate staffing needs until the tickets sell out. you provide the manager with a quadratic equation that models the expected number of ticket sales for each day x. ( is the day tickets go on sale).
3: 1.	many people know that the weight of an object varies on different planets, but did you know that the weight of an object on earth also varies according to the elevation of the object?  in particular, the weight of an object follows this equation:
3: 1.	a manufacturer produces a batch of memory chips (ram) and measures the mean-time-between-failures (mtbf). the manufacturer then changes a manufacturing process and produces another batch and again measures the mtbf. did the change to the process improve th
3: 1.	a discount store sold plastic cups for $2.75 each and ceramic cups for $5.50 each.
3: 1-(6x+7y)2
3: 1, 2, 3, . . . , 205, 206 cardinality
3: 1 and. are complementary prove 1 and 3 are congruent
3: 1 2/5 number line to 2 2/5
3: 0=5(k+9)
3: 0.85 km/s= m/min
3: 0, 10, 24, 56, 112, 190, ...
3: /2x-3/=17
3: .85 km/s = m/min
3: .8 repeating as a fraction
3: . in how many ways can 10 instructors be assigned to ten sections of a course in mathematics?
3: . from the perspective of the insurance company, health insurance policies are set up in such a way that a healthy person has a negative expected value, and a sickly person has a positive one.
3: . b.	substitute the result you found from part a. into the equation r = xp to find the revenue equation. provide your answer in simplified form.
3: .    find the distance between the points (3, -5) and (-4, -6).
3: -x^2-4x+3
3: -9 is less than 2x - 5 is less than 5
3: -8x^8y^3*4xy^2
3: -6=3x+y 10=-5x-y
3: -4x+6=0.5(x+30)
3: -4x+3y=-12 solve system of equation by graphing
3: -3x^+4x+4=0
3: -2x+3y=14 x+2y=7
3: -12_>8-4/3x
3: -1(3x^2+3xy)+1(4x^2-xy+y^2)
3: -
3: +math algebraic equations (0,7)m, is zero with graphs
3: +for each given set, choose the set with the same cardinality.
3: +compute and simplify what 8/9 divided 4/15 is
3: +algebra problems
3: ) pike’s peak, towering above colorado springs, colorado is 14, 110 feet in elevation. how far can you see to the horizon from the top of pike’s peak? round distance to nearest tenth of a mile.
3: ) in a certain triangle the measure of one angle is double the measure of a second angle but is 10 degrees less than the measure of the third angle. [the sum of the measures of three interior angles of a triangle is always 180 degrees.]  what is the measure of each angle?
3: )  follow the instructions in the applet to fill out the 1st graphs then answer the following question: what is the impact of the new point on the standard deviation?
3: (–2 – x)0.5 – x = 2 solve each equation. check for extraneous solutions
3: (x-2)^/16+(y+2)^2/25=1
3: (x+2) cubed
3: (w+1/3)(w+1/4)
3: (tco 4) what is the probability that the student is a sophomore given he doesn't carry a credit card?
3: (sqrt)x^2-16x+64
3: (log7)100
3: (k+1)(k-5)=0
3: (c+4)/3=7
3: (b^3+8b^2-20b)÷(b-2)
3: (b) how many choices do you have when selecting your 6 questions from the original 8 if you must answer at least 3 of the first 5 questions?
3: (a,-2b) m=1/2
3: (a+2b+2c)(a+2b-2c)
3: (8y-1) · (6x-2y2)
3: (7/x+1)=(5/x-3)
3: (6x-7)(36x^2-84x+49)=0
3: (5,8) , slope -2
3: (4x^-3)^-4
3: (4x10^3) (6x10^x)/2.4x10^-4
3: (4x-3)3/2=8
3: (4,6),y=5/7x+17
3: (4,-2) parallel to y=3x -1
3: (3xsquared y)cubed
3: (3x-2y) squared
3: (3x+5)*2
3: (36x^3-37x^2-46x+8)\(9x+2)
3: (2 x 4) + (10x 3) =
3: (1/4,-1/2) and (3/4,4)
3: (1,-1) y=3x+2 perpendicular
3: (0,y),(-2,1);m=-8
3: (-3-8i)+(-5-7i)
3: (-2,-6) (7,-3)  distance points
3: $800 to be received 10 years from now discounted back to the present at 10 percent
3: $20 for single and $50 gor couple $2280 dollar total 128 people
3: $2.50 in quarters, nickels, and dimes
3: $2,500 a year for 10 years discounted back to the present at 7 percent
3: $100 is what percentage of $120
3: $10 lunches
3: #60 (45r^2n)-(5s^4n)
3: #1, hat sizes are determined by measuring the circumference of one's head in either inches or centimeters. use ration and proportion to complete the following table.
3:  three machines + working together + separately
3.the equation is (0.1)(1) + 0x = 0.02 (x + 1)(0.1)(1) + 0x = 0.02 x. 
3.the equation is (0.1)(1) + 0x = 0.02 (x + 1)(0.1)(1) + 0x = 0.02 x. 
3(t - y)
3 bubble baths, 3 lavender soaps
      3x + 2y = 2
2x2 - 3 = -4x - 1
2x-y=4 solve
2x-5y+2z=14
2x-3y=4
2x-3y=22 solve
2x-2y-3z=-2
2x+3y-4z=-4
2x � + 10y - 5x �
2x + y = 2
2x + 3y = k + 1
2^x+2^-x=6
2: （x3+1）2（3x－1）4
2: 	what fixed and variable costs does the operating company in the simulation have?
2: 〖(3)〗^(1⁄2) y^2  - 4y - 7〖(3)〗^(1⁄2)  = 0
2: ∛((216x^8)/(y^3))
2: √7x+46= x+4
2: √4: y-7 = 2
2: √(50s^2t^4)
2: √(4-6x)/x=2
2: • describe what the graph of interval -4 10 looks like
2: •         how do you know when an equation has an infinite number of solutions
2: •	the association of accountants is conducting a survey to determine the ranking of the top 100 accounting firms in the world.
2: •	suppose a jar contains four balls labeled 1, 2, 3, and 4. a second jar contains five balls, labeled 1, 2, 3, 4, and 5. an experiment consists of taking one ball from the first jar, and then taking a ball from the second jar. how many outcomes will make up the sample space for this experiment? provide some outcome examples
2: •	in your own words, what are rational expressions? why must we always be mindful of the final value of the denominator in a rational expression? for example, consider the rational expression 3x/(x2 – 16). what values in the denominator must we be mindful of? explain why.
2: •	if you are looking at a graph of a quadratic equation, how do you determine where the solutions are?
2: •	given 32 flavors of ice cream, how many arrangements are possible on a double-scoop cone?
2: •	explain the four-steps for solving quadratic equations. can any of these steps be eliminated? can the order of these steps be changed? would you add any steps to make it easier, or to make it easier to understand?
2: •	describe what the graph of interval [-4, 10] looks like.
2: •	a computer company has a brand loyalty rating of 6.8 on a 7 point scale. is this company’s rating significantly different from the industry average of 6.4?
2: “if logn=logx+log(y+2)-2logz , then n is equal to”
2: –x3 – 3x – 2 = 0
2: – x/4 + y/3 = 1
2: ‎​if i'm 10yrs old and you are half my age(5) when i'm 100 years old how old will you be?????
2: في الجبر 2@5@11
2: équation (x+1)(x+1)-(3x-5)(x+1)=-2
2: álgebra
2: Álgebra
2: ·	how can you determine if two lines are perpendicular?
2: £97 t-shirt soloution
2: ~maths flash equation 2
2: ~(pvq) = ~pv~q
2: |x-2|+3 answer
2: |-5p| >20
2: {q, s, u, v, w, x, y, z} ∩ {s}
2: {m2+n2|m
2: {[18-2•6]-(40\(17-9)]+48-13•3-[(50-7•5)+2
2: {[18-2*6]-[40/(17-9)]}+{48-13*3+[(50-7*5+2]}
2: {4x+3y=0 2x-y=0}
2: {2x-7y=2 3x+y=-20}
2: {2*-3y=1
2: {1, 4, 7, . . . , 91, 94} cardinality
2: {1, 4, 7, . . . , 91, 94}
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2: zeroes of the function x^3-5x^2-14x
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2: z=0.89
2: z. 1_
2: z-scores to find probabilities calculator
2: z-score location for a vertical linethat seperates a normal distribution
2: z-1/z-8+z+1/z+8+z-120/z^2-64
2: z+(-2z+10)=-z+2(2z-3)
2: z x 0 = 8
2: z to the power of 5
2: z squared+11z-42
2: z score table calculator percentage
2: z score into a percentage how
2: z score for 51.2%
2: y≤x+4 graphing
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2: your weekly paycheck is 10 percent less than your coworkers. your two paychecks total 720. find the total of each paycheck.
2: your teacher is giving you a test worth
2: your piggy bank has a total of 47 coins in it; some are dimes and some are nickels. if you have a total of $3.95, how many nickels and how many dimes do you have? show all of your work to receive full credit.
2: your older sister deposited $5,000 today at 8.5 percent interest for 5 years. you would like to have just as much money at the end of the next 5 years as your sister will have.
2: your math teacher tells you that next week's test is worth 100 points and contains 38 problems. each problem is worth either 5 points or 2 points. because you are studying systems of linear equations, your teacher says that for extra credit you can figure out how many problems of each value are on the test. how many fo each value are there?
2: your local cable television company offers two plans
2: your local cable company offers two plans: basic service with 1 movie channel for $35 per month or basic service with 2 movie channels for $45 per month.  what is the charge for basic service and the charge for each movie channel?
2: your father is about to retire and he wants to buy an
2: your family goes to a restaurant for dinner. there are 6...
2: your cousin earns about 25$ per week babysitting and receives one $5 bonus
2: you want to buy a condo 5 years from now, and you plan to save $3.000 per year, beginning one year from today . yoy will deposit the money in an account that pays 6% interest. how much will you have just after you make the 5th deposit, 5 years from now
2: you travel 350 miles in the same amount of time it takes a friend to travel 400 miles. your friend's average speed is 4 miles per hour greater than your average speed. find your friend's average speed.
2: you toss a coin and randomly select a number from 0 to 0. what is the probability of getting tails and selecting a 2?
2: you sell premium toasters and are making a pricing decision. at a price of $100 (or p = $100) you predict that you can sell 30 of these premium toasters at your scottsdale, arizona location. if the price is raised to $110 you predict that you can sell 2
2: you see a �97 shirt
2: you see a shirt that costs £97
2: you see a shirt for $97
2: you saw a shirt for $97 answer
2: you run a ten kilometer race in 45.5 minutes write an inequality for the time the runners finish after you
2: you roll a standard number cube. find p(number greater than 2)
2: you roll a red die a yellow die and a blue die and a green die what is the size of the sample space
2: you recently started the paperwork to purchase your new home, and were just notified that you can move into the house in  two weeks. you decide to hire a moving company, but are unsure which company to choose. you search and are interested in contacting two companies, heavy lifting and quick move, discuss their rates. heavy lifting charges an $80 fee plus $35 per hour. quick move charge $55 per hour with no additional fees.
2: you recently started the paperwork to purchase your new home and were just notified that you can move
2: you provided the manager with a quadratic equation that models the expected number of
2: you plant a 14-inch hemlock tree in your backyard that grows
2: you need to order carpet for a room that has a length that is twice its width. if the area of the room is 338, find the width of the room.
2: you need 32 tons of rock to cover the area. if each ton costs $55 and each tree is $92, what is the maximum number of trees (t) you can buy with a budget of $2,800? write an inequality, using the variable t, that illustrates the problem and solve
2: you must reverse the direction of an inequality symbol when you?
2: you just deposited $2,500 in a bank account that pays a 4.0% nominal interest rate, compounded quarterly. if you also add another $5,000 to the account one year (4 quarters) from now and another $7,500 to the account two years (8 quarters) from now, how much will be in the account three years (12 quarters) from now?
2: you invested $10,000,part at 6% interest and part at 9% interest.if you received $684 in interest,how much did you invest at each rate
2: you have three dice one red one green and one blue what is the probability
2: you have recently found a location for your bakery and have b
2: you have a piece of wood that is 72 inches long.
2: you have a gift certificate to a bookstore worth $90
2: you have a coupon for 200 off the price of a personal computer. when you arrive at the store, you find that computers are on sale for 20% off. let x represent the original price of the computer.
2: you have a coupon for 100 off the price of a sofa
2: you have a container with 3 quarts and 4 quarts
2: you have a budget of 2500 you need 30 tons of rock and it cost 60 dollars a load and trees at 85 dollars write an inequality on how many trees and rocks you can get
2: you have a  picture that is 5 inches
2: you have 92 feet of fencing to enclose
2: you have 80 feet of fencing to enclose a rectangular region. what is the maximum area
2: you have $500,000 in a ira at the time you retire. you have the option of investing this money in two funds: fund a pays 2.7% annually and fund b pays 7.7% annually. how should you divide your money between funds a and fund b to produce an annual interest income of $30,000?
2: you have $22 in your bank account and deposit $11.50 each week. at the same time your cousin has $218 but is withdrawing $13 each week. ? b. how much money will each of you have after 12 weeks?
2: you have $1,500 to invest today at 7% interest compounded annually.
2: you deposit 400 in an account that earns 6% compounded annually
2: you deposit $3000 in an account that pays 3.5% interest compounded once a year.  your friend deposits $2500 in an account that pays 4.8% interest compounded monthly. use this information to answer the following questions.
2: you decide to take a literature course. a requirement for the course is that you must read one classic book, one nonfiction book, and one science fiction book from the list below
2: you can find the percent of growth in home depot’s sales from 2002 to 2006 by following these steps:
2: you believe that there is a 20% chnace that you will earn an a in your english class
2: you believe that there is a 20% chance you will earn
2: you are taking a multiple-choice test that has  11 questions.  each of the questions has  5 choices, with one correct choice per question.  if you select one of these options per question and leave nothing blank, in how many ways can you answer the questions?
2: you are standing on a cliff 200 feet high. how long will it take
2: you are planning to spend no less than $6000
2: you are making a frame of uniform width for a picture that is to be displayed at the locatl museum.  the picture is 3.25 feet tall and 3 feet wide.  the museum has allocated 15 square feet of wall space to display the picture.  what should the width of the frame be in order to use all of the allocated space?
2: you are lying 120 ft away from a tree that is 50 feet tall. you look up at the top of the tree. approximately how far is your hear from the top of the tree in a straight line?
2: you are in charge of a company that is about to bring its new product to market. here are your choices: select a large, medium, or small market; then launch, license out, or sell rights to the product.
2: you are given the measure of each interior
2: you are deciding between two cars with different engines and want the bigger of the two. one engine displaces 350 cubic inches. the other displaces 5,500 cubic centimeters. which engine is larger?
2: you are dealt 5 cards from an ordinary deck of playong
2: you are buying shingles for roof. each bundle of shingles will cover 33 square feet . the roof consists of two rectangular parts, and each is 60 feet by 36 feet. how many bundles of shingles do you need
2: you are buiiding a rectangle wading pool. to be 3 ft longer than twice the width. what is the dimensions of the pool be?
2: you are an american exchange student planning to study in florence
2: you 2x
2: yield future value
2: yesterday your store earned $797.30 just from the sale of cookies. write and solve an equation that represents how many cookies were sold.
2: years 2000-2005 median price of a single family home a=227,200
2: year 9 introduction to algebra word search
2: yahoo
2: y^3-216
2: y^3 - 64
2: y^2=2x+6
2: y^2=2x
2: y^2-2y-63=0
2: y^2 + 4y = 45
2: y>3/4x-8
2: y=x^4 graph
2: y=x^3-1
2: y=x^2-4
2: y=x^2+8x-3 in standard form
2: y=x^2+8x+22
2: y=x^2+6x+5
2: y=x^2+4x+1
2: y=x^2+3x−4
2: y=x^2+3x-4=0
2: y=x^(2)+2x+1 graph
2: y=x2-6x+12 y=x+2
2: y=x2+9x+20
2: y=x2+4x-7
2: y=x2+2x-3
2: y=x-4 graphed
2: y=x-4 4x+y=26
2: y=x-4
2: y=x-2, 2x+y=4
2: y=x-1  2x-y=0
2: y=x+8
2: y=x+7
2: y=x+5 4x=3y=20
2: y=x+2 on graph
2: y=x+2 2x+y=8 combination
2: y=x squared -4
2: y=tan2x
2: y=secpix-3 graph
2: y=mx+b,b=4-3/20*10
2: y=mx+b solve for m
2: y=mx+b can it  be negatve
2: y=log4x
2: y=hx+c what is the variable for h
2: y=f(x+1) graph
2: y=e^x solve for x
2: y=ax^2-b
2: y=8x-7
2: y=8x
2: y=8/7x 3
2: y=8-x 7=2-y
2: y=7x+5
2: y=6x-11 -2x-3(6x-11)=-7 solve by substitution
2: y=6x+4
2: y=6x+3 how do you find slope for y intercept.
2: y=6x at the point x =3
2: y=6-2x
2: y=6+logx
2: y=6+3x
2: y=5x+1
2: y=5x
2: y=5-x2+4x5 in standard form
2: y=4x + 1
2: y=4/3x+3 graph
2: y=4+4x y=3+5x
2: y=4(3)^x
2: y=3x=7
2: y=3x-7
2: y=3x-4 table and graph
2: y=3x-3 multiplicity
2: y=3x-2 x=y-3
2: y=3x, x+y=100%
2: y=3x+8 slope and intercept
2: y=3x+5
2: y=3x+4 y=3x-4
2: y=3x+2-9
2: y=3x+1 draw this on a graph
2: y=3x+-4
2: y=3x x+2y=21
2: y=3x 5x+2y=44
2: y=3x +2
2: y=3sin2x
2: y=3sec4x graph
2: y=3/4x
2: y=3/2x-215 y=-7x+1026
2: y=3/2+1 answer
2: y=2x^2+8x+10 in vertex form
2: y=2x^2+2x+3
2: y=2x-9;x+3y=8 substitution
2: y=2x-8 y=-2/3x
2: y=2x-8
2: y=2x-5 substitution of 4x-y=7
2: y=2x-30
2: y=2x-3 y=-x+3
2: y=2x-18  y=2x=10
2: y=2x-1 graph
2: y=2x+7
2: y=2x+3 y=-x--2
2: y=2x+3 domain and range?
2: y=2x+12\
2: y=2x+ 5
2: y=2x x+y=12 substitution method
2: y=2cot(x-pi)-1 graph
2: y=2cos1/2x
2: y=20x+400
2: y=2/5x+1 (-6,5)
2: y=2/3x+5
2: y=2 sin 1/4x
2: y=12-3x
2: y=1/x-5 -2
2: y=1/4x-4
2: y=1/4x graph
2: y=1/3x^2
2: y=1/3x-4
2: y=1/3x + 1 find four solutions of the equation
2: y=1/2x-3
2: y=1/2x+2.3
2: y=1/2x+1
2: y=1/2sin(x-pi)
2: y=1/(x-3)
2: y=0.15x + 0.79 what is the y intercept?
2: y=0.14x+0.77
2: y=-x^2-6x-7 intercepts
2: y=-x+5 x-4y=10
2: y=-8x
2: y=-7x+4
2: y=-7 3x
2: y=-6x+5
2: y=-6/5x+5
2: y=-5x-1?
2: y=-5e^(x)+7 find the domain
2: y=-4/3x-3
2: y=-4-4x
2: y=-3x-4
2: y=-3x-2
2: y=-3x+=5 and 5x-4y=-3
2: y=-3x+5 5x-4y=-3
2: y=-3x+5
2: y=-3x+4 y=3x-2
2: y=-3x+2 graph
2: y=-3x+1
2: y=-3x+0
2: y=-3x squared + 30x-76
2: y=-3x graph
2: y=-3-3x find intercepts
2: y=-2x^2+10x-11 in vertex form
2: y=-2x-4
2: y=-2x-1
2: y=-2x+7 what is the y intercept
2: y=-2x+5 find the solution
2: y=-2sinpi x
2: y=-2cos1/2x
2: y=-2/5x-5 linear equations
2: y=-2/3x+1 graph
2: y=-1/2x-4 complete the table for this equation
2: y=-1/2x+3
2: y=-1/16x^2
2: y=-1+2csc(2t+pi/3)
2: y=-.05x(x-30)
2: y=(x-1)(x-5) can you help me answer this problem step by step
2: y=(f)x+a
2: y=(4/3)x-1
2: y= x+1 graph
2: y= tan2x
2: y= sin theta - degrees
2: y= cos(o-pie over 2) what is the phase shift
2: y= a+bx.. what does each letter represent?
2: y= 3x^2-6x-5 what are the points
2: y= 2x + 1
2: y= 1+(cot 2x -90)
2: y<4x+3
2: y<2/5x-10
2: y2 - 20y = -100
2: y/4=x/3 y is larger than 8
2: y/4=5 multiply bith sides to isolate y
2: y-y1=m(x-x1) problems
2: y-y1=m x-x2 examples
2: y-7x=14
2: y-6x=0
2: y-42=7y
2: y-3x=-4
2: y-3=x solution
2: y-3=0
2: y-2x=4
2: y-2=1/2(x+4)
2: y-15=-4
2: y+7=9/10 (x+3)
2: y+5=-(x+2) slope
2: y+5=(3/2)(x-4) write in standard form
2: y+3=1/2(x-2)
2: y+3=0
2: y+3=-1/3x
2: y+2=0
2: y+1+3x
2: y'-7y'-8=0
2: y%*1200=100
2: y x+4 graph
2: y x+1 y=2x-3
2: y x+1 graph
2: y varies directly with x
2: y varies directly as z and y=180?when z=10. find y when z =13
2: y varies directly as x. when y = 15, x = 4. find the constant of variation and use it to determine the value for y when x = 6.
2: y to the 5th power divided by y
2: y mx+b examples
2: y mx b
2: y intersecp of 7x=2y
2: y intercept of 5x 2y 10
2: y intercept form
2: y intercept for x+2y=0
2: y =1/3x -2
2: y = x2 + 14x + 29 in general form
2: y = x2
2: y = mx+b
2: y = mx + c worksheets
2: y = 5x and 2x + 3y = 34
2: y = 5x + 10
2: y = 5 x + 4
2: y = 4x + 5
2: y = 3x + 4
2: y = 3 + 4x show me the gfaph
2: y = 2x - 7
2: y = 1x1 - 3
2: y = 1/3x+ b
2: y = 1/2 cot x
2: y = 1 - x2;  domain = {-1, 0, 1}
2: y = -2x   7 parallel
2: y = - 5x + 13
2: y 9x 1 2
2: y 8x 2 find slope
2: y 6x 11 2x 3y 7
2: y 3x 5 slope and y intercept
2: y 2x+4 in standard form
2: y 2x 7 graph
2: y 2x 5 linear equation
2: y - 9 = - ( x + 2 ) in slope intercept form
2: y - 2x = -2
2: x´8-y´8
2: x²-x-2=0
2: x²-10x   16
2: x²+ 4x-7= 0
2: x² - 2x - 13 = 0  using the indian process
2: x²  + 12x – 64 = 0
2: x� + y +8(x + 2y � ) =
2: x|x is a real number
2: xy=96 2x+2y=40 система
2: xy+x+y=11
2: xy+6
2: xuan saved $5340 in 3 years. if he saved $95 per monthin the first year and a fixed amount per month for thenext 2 years, how much did he save per month duringthe last 2 years?
2: x^6-7x^3-8=0
2: x^5 - 32 divided by x-2
2: x^4-2x^2-24
2: x^4-16x^2-36
2: x^4-10x^2+24
2: x^4-100x^2+484=0
2: x^4 - 10x +9
2: x^3-x^2-20x factored
2: x^3-a^3/x-a
2: x^3-6x^2 interval notation 
2: x^3-5x^2-2x+13=0
2: x^3-2x^2-3x=0
2: x^3+x^2-14x-24
2: x^3+8x^2-9x
2: x^3+5x^2-8x+40
2: x^3+2x^2+3x+6
2: x^3 graph
2: x^3 - 2x^2 + 10x + 136 = 0 find the roots
2: x^3 + 8 factored
2: x^2/3-x^1/3-6=0
2: x^2-x^4=0
2: x^2-x=2
2: x^2-kx+4k=0
2: x^2-8x=3
2: x^2-8x+16=0
2: x^2-8
2: x^2-7x-30=0
2: x^2-6x+9<16
2: x^2-6x+8 factor
2: x^2-6x+1=0 find all real solutions of the quadratic equation
2: x^2-5x-14=0
2: x^2-4x+6=o quadratic formula
2: x^2-4x+3=0
2: x^2-48=0
2: x^2-3x-28=0
2: x^2-2x-24=0
2: x^2-2x-13=0 india method
2: x^2-2x+4
2: x^2-25=0
2: x^2-20x+100=0
2: x^2-14x
2: x^2-13x+12
2: x^2-12x+4=0
2: x^2-12x+36
2: x^2-12x+27=0 show work
2: x^2-11x+30
2: x^2-11=0
2: x^2-100
2: x^2+y^2=36 solve for center of a circle
2: x^2+y^2=100
2: x^2+y^2-8x+2y+8=0
2: x^2+y^2+6y=0
2: x^2+y^2+4x-10y+28 graph circle
2: x^2+x-6>0
2: x^2+9x+7=0
2: x^2+8x+7=8
2: x^2+8x+20=0
2: x^2+7x-5=0
2: x^2+7x-3=0
2: x^2+7x+4=0
2: x^2+7x+12=
2: x^2+7x+10=0 quadratic formula
2: x^2+6x=16
2: x^2+6x+8=0
2: x^2+5x-36
2: x^2+5=-2x
2: x^2+55x+684
2: x^2+52=8x
2: x^2+4x+6=0
2: x^2+48=0
2: x^2+3x=18
2: x^2+3x-17
2: x^2+3x+2=0
2: x^2+2x=10
2: x^2+2x-5 binomials
2: x^2+2x-3=0 answer
2: x^2+2x-36<-12
2: x^2+2x-15=0
2: x^2+2x-10=0
2: x^2+2x+6=0
2: x^2+2x+5
2: x^2+2=0
2: x^2+1<2x
2: x^2+18x-4=0
2: x^2+17x+42=0
2: x^2+13x+9=0
2: x^2+12x=-11
2: x^2+12x-27=0
2: x^2+10x+2=0.
2: x^2+10x+25=4
2: x^2+1/2x -1=0
2: x^2 -y^2 = 1 graph hyperbola
2: x^2 - x - 30
2: x^2 - 4x + 11
2: x^2 - 10x +4 = 0
2: x^2 +7x=44
2: x^2 +2x -1 inverse function
2: x^2 +13x+30=0
2: x^2 + 7/2x=7
2: x^2  + 6x - 7 = 0
2: x^2
2: x^(2/3)-5x^(1/3)-6=0
2: x^(1/6)y^(1/4)z^(1/9) as a singel radical experssion
2: x^ 1/6 y^ 1/4 z^ 1/9 as a single radical experssion
2: x=y-8 ,-x-y=0
2: x=y+8 , 5x+3y=12 substitution
2: x=y+2 3x+y=4
2: x=y+2
2: x=y+1 and 3x+2y=8 solve by substitution
2: x=square root of4x+12
2: x=log25 125
2: x=5y-1 x+2y=13
2: x=4y
2: x=3y, x-y=18
2: x=3y+7 x=2y-1
2: x=3  graph
2: x=2y+2 2x+3y=11 substitution
2: x=16-4y 3x+4y=8
2: x=-b/2a
2: x=-3, 3 less than twice x is?
2: x= -2, y = -9 and z = 3
2: x<9 and x> -6 interval notation
2: x<6+5x<3-24
2: x< 5 on a number line
2: x4-x2-1=0
2: x4(4x2 + 3x + 1)
2: x4 power algebra
2: x4 +x2y2+y4
2: x4 + 2x3 - 3x - 6
2: x3+3x2-4x-12
2: x3+125=0 problem
2: x2–12x+27=0
2: x2-x-6=0
2: x2-x-20
2: x2-7x-8=0
2: x2-6x+8
2: x2-5x-24=0
2: x2-3x+2=0
2: x2-36=0
2: x2-2x-8=0 check all that apply
2: x2-2x-2=0
2: x2-14x+49=9
2: x2+x-6
2: x2+7x+10<0
2: x2+4x-7=0
2: x2+4x-5
2: x2+2x=120
2: x2+10x+9=
2: x2(x3y)4
2: x2 - 2x - 13 = 0
2: x2 - 2/3x+1/9
2: x2 +6x-16=0
2: x2 + y2 = 9
2: x2 + y2 = 4,
2: x2 + 6x – 7 = 0
2: x/x-6-6/x+6=72/x^2-36
2: x/x-6 - 6/x+6 = 72/x^2-36
2: x/4=9/12
2: x/4-2/3=x+5
2: x/3 = x/2 - 2
2: x/2+y/3=1 intercepts
2: x-y=5 graph
2: x-y=2
2: x-y=-19
2: x-y=-1 graph
2: x-y=-1
2: x-y+3z=8 3x+y-2z=-2 2x+4y+z=0
2: x-y = 2
2: x-y 2z=7
2: x-square root of 2x+5 = 5
2: x-intercept = -5; y-intercept = -2
2: x-8=22
2: x-7= 2/3
2: x-7/x-9=2/x-9
2: x-7/2=0
2: x-5y=-9 algebra
2: x-5%=300 algebra
2: x-4y=19
2: x-4y=-5 solve for x
2: x-3z=-2 , 2x+2y+z=4, 3x+y-2z=1
2: x-3y=21
2: x-3/5-1=x-5/4
2: x-2y=9
2: x-2y=8
2: x-2y=7
2: x-2y=5 5x-y=-2
2: x-2y=5  5x-y=-2
2: x-2y=3 y intercept
2: x-2y=0 6x+2y=0
2: x-2y=0  3x+y=0
2: x-2y=-1
2: x-2y greater than 5
2: x-2>3x+8
2: x-24=55 math problem
2: x- intercept: 2 and y- intercept -1
2: x+y=9
2: x+y=6, x-y=-2
2: x+y=6 x-y=-2
2: x+y=5 2x+2y=8
2: x+y=5
2: x+y=4,x-y=8 solve
2: x+y=3 graph
2: x+y=3 2x-3y=26
2: x+y=12 graph
2: x+y=11 y=-x+11
2: x+y=10   x-y=-6  solve the equation by graphing
2: x+y+z=9 x-y+5z=-19  5x+y+z=-29
2: x+y+z=-2  2x+4y+2z=-16 -x+6y-3z=-36
2: x+y+z/3
2: x+y+z-120
2: x+y+z -9 x-y+5z -19 5x+y+z -29
2: x+9=18
2: x+7 and x find a polynomial for the perimeter
2: x+7 and x find a polynomial for the area
2: x+5y=4 in slope intercept form
2: x+5y=15
2: x+5y+5z=-10  x+y+z=2  x+2y+3z=-3
2: x+5/x-x
2: x+5 find the area
2: x+4y=4, x=2-4y
2: x+4y=12
2: x+4y 16 graph
2: x+4=y graph
2: x+4=2y
2: x+4=(y-1)^
2: x+4-2x+3
2: x+3y=6 4x-5y=7
2: x+3y=4
2: x+3y=11
2: x+3y=10
2: x+3y=1
2: x+2y=8 -2x-2y=-10
2: x+2y=5
2: x+2y=4 graph
2: x+2y=14 y=3x-14 whats tje answer for y and x
2: x+2y=10 use intercept method
2: x+2y=-8
2: x+2y=-4
2: x+2x-3=0
2: x+2=3x-4
2: x+2=13 3x-5y=6 substitution
2: x+2=0 how to graph
2: x+2 / 5x^5-5x^3-10x^2-80x
2: x+13=y
2: x+12=2x+6
2: x+1/4=1/6+2-x/3
2: x*-2-8
2: x(x-32)=0
2: x(x+3)=22/9 solution
2: x(x+2)=168
2: x(sqrt)-4x=-3
2: x(3x+8)=-5
2: x(2)-4x+3=0
2: x – 3y + 4z = –9  2x + y + 3z = 6  x – 4y + 3z = –9
2: x x 5 interval notation
2: x with a line through it
2: x to the fourth power - y to the fourth power
2: x squared- 4x
2: x squared+4x+3
2: x squared plus 4x
2: x squared plus 2x minus 15
2: x squared minus 8x=0
2: x squared minus 2x minus 13 = 0 using indian method
2: x squared -7*x-12
2: x squared - x + 41
2: x squared +7x-60=0
2: x squared + 8x - 84 = 0
2: x less y
2: x is the number of inches
2: x is greater than or equal to 5 
2: x is greater than or equal to -5  interval notation
2: x is greater than or equal to -1 and less than or equal to 0
2: x intercepts of y=x^2-6x-7
2: x intercept and vertical asymptote log
2: x intercept 2 , y intercept -1
2: x in algebra
2: x divided by 9=1 explain what x is
2: x divided by 6 +9= -1
2: x divided by 2x
2: x cubed minus 1
2: x and y what grade do they learn in
2: x and y problems in triangels
2: x and y intercepts of (2,-2) (6,-4)
2: x and y intercepts for 6x + 12y= 24
2: x and y intercept for 5y-x=10
2: x =2x+1/300
2: x = 8 + 4y
2: x < y graph
2: x 4 2x 3 3x 6
2: x 3y 6 graph
2: x 20 helicopter
2: x 2+6x-4 0
2: x 10 x 50=70 algebra to solve
2: x +2y=5 xy=2 решение
2: x + y = 25 how to solve
2: x + y = 10  x - y = -6 solve the system of equations by graphing
2: x + number under radical
2: x + 75% = 210 what is x
2: x + 5y =8x - 20
2: x + 3y = 2 2x + 6y = -3
2: x + 2y=8
2: x + 2y = 6
2: x + 2y = 12 3y - 4z = 25
2: x  + 12x - 64 = 0 using the indian process
2: www.parallel, perpendicular, intersecting but not perpendicular
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2: writing variable expressions in simplest form
2: writing rational function problems
2: writing polynomials in standard form and classify by degree and number of terms
2: writing polynomials given roots
2: writing inequality word problems
2: writing fractions in the simplest form
2: writing expression in quadratic form
2: writing equations with x & f(x)
2: writing equations with integral coefficients
2: writing equations in slope intercept form from passing through points
2: writing assignment 5
2: writing an expression as a single quotient
2: writing an exponential function given points
2: writing a system of equations from a word problem online tool
2: writing a rule for a arithmetic
2: writing a quadratic function in vertex form solver
2: write y=-4x^2+8x-1 in vertex for
2: write y=-2x+5 inverse
2: write y=(4/3)x-1 in standard form
2: write using positive exponents
2: write two equations that have your two integers as solutions. show how you built the equations using your integers
2: write the solution in interval notation using x<5 and x>-2
2: write the slope-intercept form of the equation of the line shown in the graph. please show all of your work.
2: write the slope-intercept form of an equation of the line that passes through the given point and is parallel to the graph of the equation. (-5,-3),5x-4y=8
2: write the slope-intercept for the lines with the given slope that contains the given point. m=3/2;(7,4)
2: write the slope-intercept equation for the line that passes through (-2, 7) and (-7, 12). please show all of your work. (points : 12)
2: write the slope intercept form of the equation of the line that satisfies each condition
2: write the slope for 3x-2y=-16
2: write the simplest polynomial function with the given zeros
2: write the quotient for (4x^3+4x^2-4)/(x-2)
2: write the quadriatic equation in the variable x having the given numbers as solutions.  type the equation in standard form ax^2 +bx+c=0
2: write the polynomial in standard form with the given zeros. x=1,1,2
2: write the polynomial in standard form with the given 0's    1,1,2
2: write the inequality of 6000 to 100000
2: write the function in vertex form
2: write the following expression as a complex number in standard form.
2: write the first ten terms of a sequence whose first term is -10 and whose common difference is -2.
2: write the expression for a number more than eight
2: write the expression as a single logarithm
2: write the expression as a complex number
2: write the expression 2 3 5 as a radical
2: write the equation using functional notation
2: write the equation six more than 5 times a numbes x is greater than or equal to 31
2: write the equation of the tangent line in y=mx+b form
2: write the equation of the line that passes through the points
2: write the equation of the line that passes through each pair of points in slope intercept form [-1,-1], [2.-10]
2: write the equation of the line that passes through (-1, 4) with a slope of -1 in standard form
2: write the equation of the line passing through (5,8) and parallel to 2x - 3y = 10
2: write the equation of the line in point-slope form that passes through (5,  -1) and has a slope of
2: write the equation of the line in point-slope form that passes through (5,  -1) and has a
2: write the equation of the boundary for y is greater than or equal to 2x-3
2: write the equation of a line perpendicular to
2: write the equation of a line in slope intercept form tangent to given circle at given point
2: write the equation of a line containing the given points
2: write the equation log243 81=4/5 in exponential form
2: write the equation in slope-intercept form of the line that has a slope of -3 and contains the point (1,1).
2: write the equation for this situation: the cost, t, in hundreds of dollars, at one community college is 6 more than 1/3 the number of credits, c.then graph the equation and use the graph to determine the cost of tuition if a student registers for 12 credits.
2: write the equation for the situation:the value v in hundreds of dollars of bobs stamp collection is 12 dollars more than 1/3 of the age t (in years)
2: write the equation for the situation the population p in thousands, can approminated by the sum of 4 and one-half times the year since 1985d. then i have to graph the eqautions and use the graph to determine the population in the town for 1995
2: write the equation for (6,9), (4,6)
2: write the equation 7x+2y=0 in slope intercep form
2: write the equation 5x-2y-7=0 in slope intercep form
2: write the domain of f
2: write the coordinates of of two points on each line
2: write the converse of the statement
2: write the compound statement in symbols.
2: write the augmented matrix for the following system of equations
2: write the argument below in symbols to determine whether it is valid or invalid. state a reason for your conclusion. specify the p and q you used
2: write ten more than twelve times a number h equals 25 as an equation
2: write slope formula two points
2: write rule for each sequence
2: write rational exponents of 2 sqrt 8 * 4 sqrt 3
2: write quadratic function in standard form calculator
2: write power function
2: write polynomial that represents perimeter of the figure
2: write polynomial in descending order
2: write me proofs
2: write log in expanded form
2: write in standard form 2y=-5x+7
2: write in simplified radical form by rationalizing the denominator
2: write in simplest form without negative exponents. (ax)^-2
2: write in simplest form without negative exponents [(-4)^2]^-5
2: write in logarithmic form yz = 5
2: write in logarithmic form e^7=1097
2: write in logarithmic form 6^3=216
2: write in logarithmic form 5^-3=1/125
2: write in logarithmic form 4^3=64
2: write in logarithmic form 125^1/3=5
2: write in logarithmic form
2: write function in standard form -3, 0, 1/2, 4
2: write f(x) in the form of (x-a)+b
2: write expression in standard form
2: write expression as a power
2: write exponential function y=ab^x for a graph that includes the given points answers
2: write equations from line and is parallel to another line
2: write equation y=(4/3)x-1 in standard form
2: write equation relating x, y, and z given that z varies jointly
2: write each union as a single interval
2: write each rule using words n x 12
2: write each rule using words n / 6
2: write each product as a polynomial in standard form
2: write each function in vertex form
2: write each fraction as a decimal
2: write each expression as a sum and/or difference of logarithms
2: write each equation in standard form using integers
2: write each equation in standard form
2: write each equation in slope intercept form
2: write each equation in logarithmic form
2: write each equation as a function in y=...form
2: write down all possible subsets of set q using correct set notation
2: write cot in terms of sin
2: write as single interval
2: write as one logarithms
2: write as a single logarithm
2: write answers in lowest terms
2: write and original addition problem for each estimated problem give two possibilities
2: write and equation that represents the line that passes through the points (5,4) and (-5,0)
2: write and equation that passes through the line
2: write an quadratic equation in the variable
2: write an quadratic equation having given numbers  for -11 and -7
2: write an inequality to represent this situation.
2: write an inequality for your classmates to solve. in your inequality, use both the multiplication and addition properties of inequalities.
2: write an inequality for your classmates to solve. in your inequality, use both the multiplication and addition properties of inequalities
2: write an expression that illustrates the total cost of all baked goods in the scenario above using the variable s to represent the cost of scones, and the variable c to represent the cost of cookies.
2: write an expression for l, the length of the package, in terms of w, the width of the square ends of
2: write an exponential function to model the population y
2: write an exponential function of the form y ab x
2: write an exponential function for a graph that includes the given points.6.   (–1, 5), (0.5, 40)  (1 point)
2: write an exponential function for a graph that includes the given points.5.   (0, 0.5), (1, 3)  (1 point)
2: write an exponential function for a graph that includes the given points.
2: write an exponential function
2: write an equation perpendicular to the line (0,7) 3x+8y=7
2: write an equation parabola with x intercepts
2: write an equation of the line with x-intercept is -3, and y-intercept is 6
2: write an equation of the line through (6, -2) and (-3, 1)
2: write an equation of the line that passes through the given point and is perpendicular
2: write an equation of the line containing the given points and perpendicular to the given line
2: write an equation of the line containing the given points and parallel to the line
2: write an equation of the line containing the given point and perpendicular to the given line (0,7); 4x+9y=8
2: write an equation of the line containing the given point and parallel to the givin line
2: write an equation of the line containing the given point and parallel to the given line
2: write an equation of the ellipse with foci at (0,+-8) and vertices at
2: write an equation of a line that passes through (9, -5)and 3 -5
2: write an equation in standard form with integer coefficients for the line with slope 19/7 going through the point(-3,-2)
2: write an equation in standard form with integer coefficients for the line
2: write an equation in slope intercept form of the line that passes through the given points
2: write an equation in point-slope form for the line with the given slope (8,3);m=6
2: write an equation for the line that passes through the given point and is parallel to the given line
2: write an equation for the line that is perpendicular to the given line and that passes through the given point.
2: write an equation for the line that is parallel to x=3 and passes through -4,3
2: write an equation for the ellipse whose foci are at (12,0) and (-12,0). the endpoints of the minor axis are at (0,5) and (0,-5).
2: write an equation for each line. 1. y-intercept of -2.1, x-intercept of 3.5
2: write an equation for a line that passes through (-3,4) and is perpendicular to y=-2/3x-9
2: write an equation containting the given point (4,9);x+4y=7
2: write an algebraic expression and solve the equation for: eight less than four times a number is the same as eight times the sum of the number and two.  what is the number?
2: write all of the following statement(s) that apply to the following polynomial: 4x^3 – 6x^2 + 7  it is a trinomial.  it can be evaluated at x =-1/3   it has a coefficient of 6. it is quadratic.
2: write a verbal phrase to describe the inequality
2: write a variable expression the vaule of cents of n nickels
2: write a system of two linear equations that has no solution
2: write a system of equations to model each situation
2: write a slope-intercept equation for a line passing through the points (-2,0) and (0,2)
2: write a slope intercept equation using -3 as slope that contains the point (6, -4)
2: write a rule for each linear function
2: write a rule for a linear function
2: write a quadratic variation equation if g(x) varies directly with x2, and g(x) = 98 when x = 7.
2: write a quadratic function in standard form with zeros 6 and -1
2: write a quadratic function in standard form for each given set of zeros
2: write a quadratic equation with the solution -8 and 1
2: write a quadratic equation with the given solutions as -3 and -1
2: write a quadratic equation with the given solutions
2: write a quadratic equation with solutions
2: write a quadratic equation with only solution of 10
2: write a quadratic equation such that the sum of the roots is -5 and the product of its roots is 6
2: write a quadratic equation such that the sum of its roots is 6 and the product of its roots is -27
2: write a quadratic equation in the variable x having the given numbers as solutions.  type the equation in standard form, ax^2+bx+c=0.  solve: 10, only solution
2: write a quadratic equation in the variable x having the given numbers as solutions type the equat
2: write a quadratic equation in the variable
2: write a quadratic equation in the standard form  with the only solution being 10
2: write a quadratic equation in standard form with the given roots
2: write a quadratic equation having the given numbers as soulutions -6 and -4
2: write a quadratic equation having the given number as solutions. -6 and -4
2: write a quadractic equation with the given roots in ax^2+bx+c=0
2: write a polynomial function with rational coefficients in standard form with the given zeros.2 3 5
2: write a polynomial function witg rational coefficients so that p(x)=0 has the given roots
2: write a polynomial function p(x) with rational coefficients so that p(x)=0 has the given roots.
2: write a polynomial function in standard form with zeros
2: write a polynomial function in standard form with the given zeros x=5,6,7
2: write a polynomial function for each set of zeros
2: write a polynomial degree that has rational
2: write a numerical expression for the verbal phrase the difference of twenty-one and seven
2: write a linear functionf(0)=3, f(4)=9
2: write a linear equation to predict the median age
2: write a linear equation giving the value of v
2: write a general formula to describe the variation
2: write a function statement indicating that the perimeter (p) of a circle depends upon its radius (x)
2: write a formula in arithmetic sequence 4,2,0,-2
2: write a equation to caculate feet that a sloth can travel in minutes
2: write a equation for 50% of 53
2: write a correct null and alternative hypothesis that tests the claim that the mean distance a student commutes to campus is no less than 5.3 miles.
2: write 9-11 as equivalent addition
2: write 8x+6y=18 in slope intercept form
2: write 47/3 as a mixed number
2: write 2/25 as a percent
2: write 10,453.895 in scientific notation
2: write 1/8 as a percent
2: write 1/5 in simplest form
2: write 0.4584267 in scientific notation
2: write (27a(-9))^(-2/3) in simplest form
2: would the correlation between x and y in the table above be positive or negative?
2: would a company want a process that provides a large or small variance?
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