Tutors Answer Your Questions about Linear-equations (FREE)
Question 177820: I've never taken pre-alg or alg of any kind. I'm trying, I'm in my 2nd sem. in college, my teacher goes pretty fast. I'm a little lost. I'm having a little problem figuring out how to do it correctly because everything I'm trying is incorrect.
Click here to see answer by solver91311(16897)  |
Question 178113: I am in desperate...I can do these problems until I get to the answer and I miss every time, so could someone please give me step by step.
Find an equation of the line containing the given pair of points
(-2, -3) and (-8, -4)
THANKS!
Click here to see answer by nerdybill(6963)  |
Question 178113: I am in desperate...I can do these problems until I get to the answer and I miss every time, so could someone please give me step by step.
Find an equation of the line containing the given pair of points
(-2, -3) and (-8, -4)
THANKS!
Click here to see answer by stanbon(57424) |
Question 178179: I replaced the numbers in this equation so I can solve my own numbers. Could someone please help me.
The medium age of first marriage is 24.5 years in 1995 to 25.1 years in 2000. Let 1995 be year 5 and 2000 be year 10.
a) Find the equation of the line through (5,24.5)and (10, 25.1).
b) What do x and y represent in your equation?
c) Interpret the slope of this line.
d) In what year will the medium age be 30?
I want to compare what I have in my problem so please show work. Thank you.
Click here to see answer by stanbon(57424) |
Question 178181: I need help with this problem.
The percentage of workers with direct deposits. 32% in 1994 to 60% in 2004. Let 1994 be year 0 and 2004 be year 10.
a) Write the equation of the line through (0,32) and ( 10,60) to model the growth of direct deposit.
ok I got y= 14/5 or 2.8x+b. Did I do something wrong.
b) Using this equation, what will the year be when 100% of employees will use direct deposit. I got 2017. Please show your work. So I can see where I went wrong?
Click here to see answer by josmiceli(9698)  |
Question 178269: following the guidelines of the Food and Drug Administration, Dale tries to eat at least 5 servings of fruit each day. For the first six days of one week, she had 5,5,3,5,4, and 5 servings. How many servings of fruit should Dale eat on Saturday to average at least 5 servings per day for the week?
Click here to see answer by EMStelley(187) |
Question 178329: 1. Find the equation of a straight line that passes through a point (–1,3) such that it is perpendicular to straight line y - 2x = 5.
2. Sketch a graph for a quadratic function given as below:
f (x) = x² - x - 6
Click here to see answer by jojo14344(1512) |
Question 178329: 1. Find the equation of a straight line that passes through a point (–1,3) such that it is perpendicular to straight line y - 2x = 5.
2. Sketch a graph for a quadratic function given as below:
f (x) = x² - x - 6
Click here to see answer by stanbon(57424) |
Question 178391: 1.ELECTRICIAN CHARGED MARY $29.96 FOR A SERVICE CALL PLUS $39.96 PER HOUR FOR A TOTAL OF $169.82 FOR INSTALLING HER LIGHT. HOW MANY HOURS HE SPENT INSTALLING THE LIGHT?
2.JOHN PLANS A ROAD TRIP FROM NEW YORK TO WASHINGTON IN HIS TOYOTA.HE STAYED OVERNIGHT IN NEW JERSEY. ON WEDNESDAY, HE DROVE FROM NEW YORK TO NEW JERSEY AT AN AVERAGE SPEED OF 47 mph. HIS DRIVING TIME ON THURSDAY IS 2 HOURS LONGER THAN HIS DRIVING TIME ON WEDNESDAY. IF THE TOTAL DISTANCE FROM NEW YORK TO NEW JERSEY IS 326 MILES, THEN WHAT IS THE TOTAL NUMBER OF HOURS HE DROVE ON BOTH DAYS?
HOW FAR IS NEW YORK FROM NEW JERSEY?
Click here to see answer by cartert(27) |
Question 178263: Graph the line
y = 3x+1 using two orderd pairs.
Now from your graph what is the x-value on the line when y = 8?
What is the exact value of x when y = 8 on your line using algebra to solve for it?
Click here to see answer by cartert(27) |
Question 178445: Studies have shown that the population of rats inside an average sized house grows exponentially depending upon the number of cats that can be found on the premises. A a function of time the population of rats is approximated by the equation:
p(t)=P(K/C)^t
Where K=4.2 is a constant derived from experiment P is the initial popuation of rats, C is the number of cats, and t is given in weeks.
How many cats are necessary to stop the number of rats from increasing? Explain.
Click here to see answer by stanbon(57424) |
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