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31230..31259 , 31260..31289 , 31290..31319 , 31320..31349 , 31350..31379 , 31380..31409 , 31410..31439 , 31440..31469 , 31470..31499 , 31500..31529, >>NextVolume/362719: can you help please?? I have a question and I need the formula and the answer:
find the volume of a sphere with a diameter of 6.3cm thanks 1 solutions
Answer 258516 by Alan3354(31532) on 2010-10-27 18:28:38 (Show Source):
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Expressions-with-variables/362621: A truck traveling at a constant rate of 45 miles per hour leaves Albany. One hour later a car traveling at a constant rate of 60 miles per hour also leaves Albany traveling in the same direction of the same highway. How long will it take for the car to catch up to the truck if both vehicles continue in the same direction on the highway? I do not understand can u please help? 1 solutions
Answer 258501 by Alan3354(31532) on 2010-10-27 17:50:51 (Show Source):
You can put this solution on YOUR website!A truck traveling at a constant rate of 45 miles per hour leaves Albany. One hour later a car traveling at a constant rate of 60 miles per hour also leaves Albany traveling in the same direction of the same highway. How long will it take for the car to catch up to the truck if both vehicles continue in the same direction on the highway?
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In 1 hour, the 1st truck has gone 45 miles.
The 2nd truck gains on it at 15 mph (60 - 45)
45/15 = 3 hours
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That's 3 hours after the car leaves, 4 hours after the truck has left.
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Travel_Word_Problems/362543: An elderly wildebeest scents a lion and starts running away at 40mph. .02 hours later (about 1 minute) the lion starts running after the wildebeest at 50 mph. Presuming the lion and the wildebeest started from the same spot, how long will it take the lion to catch the wildebeest? 1 solutions
Answer 258425 by Alan3354(31532) on 2010-10-27 14:29:14 (Show Source):
You can put this solution on YOUR website!An elderly wildebeest scents a lion and starts running away at 40mph. .02 hours later (about 1 minute) the lion starts running after the wildebeest at 50 mph. Presuming the lion and the wildebeest started from the same spot, how long will it take the lion to catch the wildebeest?
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In 0.02 hours the wildebeest will be 0.8 miles away (40*0.02)
The lion gains on him at 10 mph (50 - 40)
0.8/10 = 0.08 hours
= 4.8 minutes
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A different method:
They will travel the same distance.
For the wb: d = 40(t + 0.02)
For the lion: d = 50t
50t = 40(t + 0.02)
50t = 40t + 0.8
10t = 0.8
t = 0.08 hours
t = 4.8 minutes.
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The other tutor got 6 minutes, but that's the time the wb was running, not the time the lion was chasing it.
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Quadratic_Equations/362564: A friend of mine told me that if you need help with algebra this was the website to submit your question. I am confused on what steps to take the get the final answer. If someone could be so kind as to show me what to do, I would be appreciate it. I know it's time consuming, but could you please work the problem in all vital steps (maybe with some direction) so I know how to complete the next series that I have to do for my assignment?
11.4, #9
Directions: Solve the equation by making an appropriate substitution.
x^(-2)+〖8x〗^(-1)=-10 (should be x - squared, and 8x to -1 power)
1 solutions
Answer 258417 by Alan3354(31532) on 2010-10-27 14:10:43 (Show Source):
You can put this solution on YOUR website! (should be x - squared, and 8x to -1 power)
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Sub y for x^-1
| Solved by pluggable solver: SOLVE quadratic equation (work shown, graph etc) |
Quadratic equation (in our case ) has the following solutons:

For these solutions to exist, the discriminant should not be a negative number.
First, we need to compute the discriminant : .
Discriminant d=24 is greater than zero. That means that there are two solutions: .


Quadratic expression can be factored:

Again, the answer is: -1.55051025721682, -6.44948974278318.
Here's your graph:
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The solutions shown are for y.
y = -4 ± sqrt(6)
1/x = = -4 ± sqrt(6)
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x = 1/(-4 + sqrt(6))
x = (-4 - sqrt(6))/(16 - 6)
x = (-4 ± sqrt(6))/10
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Substitution is not the best method, tho.

Multiply thru by x^2
| Solved by pluggable solver: SOLVE quadratic equation (work shown, graph etc) |
Quadratic equation (in our case ) has the following solutons:

For these solutions to exist, the discriminant should not be a negative number.
First, we need to compute the discriminant : .
Discriminant d=24 is greater than zero. That means that there are two solutions: .


Quadratic expression can be factored:

Again, the answer is: -0.155051025721682, -0.644948974278318.
Here's your graph:
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Simpler, less work, less time.
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Graphs/362537: Graph the equation and identify the Y-intercept Y=1/2x.
My biggest problem is i dont understand how we get a value to substitute for x. 1 solutions
Answer 258414 by Alan3354(31532) on 2010-10-27 14:02:40 (Show Source):
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Graphs/362540: -x+5y=10 Use the intercepts to graph the equation.
Same problem i dont know what to do to come up with substitutes for x and y. 1 solutions
Answer 258409 by Alan3354(31532) on 2010-10-27 13:56:02 (Show Source):
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Graphs/362539: 3x-9=3y Use intercepts to graph equation.
Same problem i dont know what to do to come up with substitutes for x and y. 1 solutions
Answer 258402 by Alan3354(31532) on 2010-10-27 13:47:28 (Show Source):
You can put this solution on YOUR website!3x-9=3y Use intercepts to graph equation.
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At the x-intercept y = 0
3x - 9 = 0
x = 3 --> (3,0)
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At the y-intercept x = 0
-9 = 3y
y = -3 --> (0,-3)
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Plot the 2 points, draw a line thru them.
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Equations/362505: An airplane flies from New Orleans, Louisiana, to Atlanta, Georgia, at an average rate of 320 miles per hour. The airplane then returns at an average rate of 280 miles per hour. The total travel time is 3 hours. How long did it take to fly from New Orleans to Atlanta?
1 solutions
Answer 258377 by Alan3354(31532) on 2010-10-27 12:03:02 (Show Source):
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logarithm/362504: Hi
My question is this expression:
80-15log10(t+1)=78
Im confused on how to solve this. Can u help as soon as possible? 1 solutions
Answer 258373 by Alan3354(31532) on 2010-10-27 11:44:03 (Show Source):
You can put this solution on YOUR website!80-15log10(t+1)=78
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That's not a question, it's an equation.
I'll assume you want to solve for t.
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80-15log10(t+1)=78
15log(t+1) = 2
log(t+1) = 2/15

t+1 =~ 1.359356
t =~ 0.359356
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Travel_Word_Problems/362477: Sue and Joe are opposite side of a circular lake that is 1260 feet in circumference. They walk around it, starting at the same time and walking in the same direction. Sue walks at the rate of 50 yards a minute and Joe walks at the rate of 60 yards a minute. In how many minutes will Joe overtake Sue? 1 solutions
Answer 258338 by Alan3354(31532) on 2010-10-27 09:39:01 (Show Source):
You can put this solution on YOUR website!Sue and Joe are opposite side of a circular lake that is 1260 feet in circumference. They walk around it, starting at the same time and walking in the same direction. Sue walks at the rate of 50 yards a minute and Joe walks at the rate of 60 yards a minute. In how many minutes will Joe overtake Sue?
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1260 feet = 420 yards
1/2 of that = 210 yards
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Joe gains on Sue at 10 yds/min (60-50)
210/10 = 21 minutes
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logarithm/362301: how do you graph 2-log base5 of(x) 1 solutions
Answer 258186 by Alan3354(31532) on 2010-10-26 21:13:53 (Show Source):
You can put this solution on YOUR website!
Use the base change method:
y = 2log(x)/log(5)
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Pick values of x and find y. Plot the points, draw a curve thru them.
You can use Excel to do the calculations.
Or dl the FREE graph software at
http://www.padowan.dk.com
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Percentage-and-ratio-word-problems/362026: A gasoline tank is 1/4 full. After adding 10 gallons of gas, the gauge indicates that the tank is 2/3 full. What is the capacity of the tank in gallons? 1 solutions
Answer 258077 by Alan3354(31532) on 2010-10-26 16:04:15 (Show Source):
You can put this solution on YOUR website!A gasoline tank is 1/4 full. After adding 10 gallons of gas, the gauge indicates that the tank is 2/3 full. What is the capacity of the tank in gallons?
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10 gallons = (2/3) - (1/4) tank
10 gal = 5/12 tank
tank = 10/(5/12) = 24 gallons
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Travel_Word_Problems/362045: You leave your home going 40 mph and arrive at work 1 minute late.
the next day you leave your home going 45 mph and arrive 1 minute early.
Question: How far away is your work? 1 solutions
Answer 258066 by Alan3354(31532) on 2010-10-26 15:48:40 (Show Source):
You can put this solution on YOUR website!40 mph = 2/3 mi/minute
45 mph = 3/4 mi/minute
The difference in time is 2 minutes.
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d/(3/4) = d/(2/3) - 2
4d/3 = 3d/2 - 2 = (3d-4)/2
8d = 3(3d-4) = 9d - 12
d = 12 miles
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12 miles @ 40 mph --> 18 minutes
12 miles @ 45 mph --> 16 minutes
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Quadratic_Equations/362029: I am having a problem grasping the factoring of quadratic equations. I have an example 3x^2+18x+25=0 Now from what I understand I am suppose to find two numbers that add up to 25 that also make 18 or so I thought. I am confused is there anyways to simplify this for me. I understand once I figure out this how to plug in the numbers for the x=-b sqrt of b^-4ac over 2a to get my answers 1 solutions
Answer 258045 by Alan3354(31532) on 2010-10-26 14:17:58 (Show Source):
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