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Travel_Word_Problems/711847: it took john 5 hours to drivw from fort worth to midland which is a dstance of 300 miles. what was his average speed for the trip?
1 solutions
Answer 437670 by Alan3354(31528) on 2013-02-07 18:20:56 (Show Source):
You can put this solution on YOUR website!it took john 5 hours to drivw from fort worth to midland which is a dstance of 300 miles. what was his average speed for the trip?
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d = r*t
r = d/t
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Surface-area/711881: If two pieces of ice have the same volume, the one with the greater surface area will melt faster because more of its surface area is exposed to the air, which is warmer than the ice. Four pieces of ice have the same volume. Each piece of ice is shaped like a rectangular prism. Which piece of ice melts the fastest?
Piece Length Width Height
p1 32 ft 3 ft 3 ft
p2 18 ft 4 ft 4 ft
1 solutions
Answer 437669 by Alan3354(31528) on 2013-02-07 18:19:11 (Show Source):
You can put this solution on YOUR website!If two pieces of ice have the same volume, the one with the greater surface area will melt faster because more of its surface area is exposed to the air, which is warmer than the ice. Four pieces of ice have the same volume. Each piece of ice is shaped like a rectangular prism. Which piece of ice melts the fastest?
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The one with the greatest surface area.
Calculate the SA's and see which one it is.
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Volume/711769: A cylindrical standpipe is to contain 343,000 gal. of water. If its height is to be twice its diameter, what must be its dimensions?
1 solutions
Answer 437642 by Alan3354(31528) on 2013-02-07 16:34:08 (Show Source):
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Volume/711770: A cylindrical standpipe is to contain 343,000 gal. of water. If its height is to be twice its diameter, what must be its dimensions?
1 solutions
Answer 437594 by Alan3354(31528) on 2013-02-07 15:08:19 (Show Source):
You can put this solution on YOUR website!A cylindrical standpipe is to contain 343,000 gal. of water. If its height is to be twice its diameter, what must be its dimensions?
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343000 gallons =~ 45852.43 cubic ft
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h = 2d = 4r
 ft
r =~ 15.395 feet
d = 30.79 ft (inside diameter)
h = 61.58 ft
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Surface-area/711755: The volume of a cube that measures 10 cm in length, 10 cm in width, and 10 cm in height is one liter. 1 solutions
Answer 437571 by Alan3354(31528) on 2013-02-07 14:04:29 (Show Source):
You can put this solution on YOUR website!The volume of a cube that measures 10 cm in length, 10 cm in width, and 10 cm in height is one liter.
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That's true.
1000 cc = 1000 ml = 1 liter
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Expressions-with-variables/711750: 12t^2+17t=40....it says to solve.
when i try to do it i come up with t=5/4,8/3...my teacher says its wrong and to do it again. i did it again and get 0. please PLEASE help me and please show your work.
thank you so much
~April 1 solutions
Answer 437570 by Alan3354(31528) on 2013-02-07 14:00:30 (Show Source):
You can put this solution on YOUR website!12t^2+17t=40
12t^2+17t-40 = 0
(3t - 8)*(4t + 5) = 0
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t = -5/4 **** you have +5/4
t = 8/3
=================
PS It's still February, not April.
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Trigonometry-basics/711650: (cos^4(x)-sin^4(x))/cos^2(x) = 1-tan^2(x)
I need the proof, PLEASE 1 solutions
Answer 437539 by Alan3354(31528) on 2013-02-07 11:09:58 (Show Source):
You can put this solution on YOUR website!(cos^4(x)-sin^4(x))/cos^2(x) = 1-tan^2(x)
Multiply by cos^2
(cos^4(x)-sin^4(x)) = cos^2 - sin^2
(cos^2(x)-sin^2(x))*(cos^2 + sin^2) = cos^2 - sin^2
(cos^2(x)-sin^2(x))*1 = cos^2 - sin^2
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The way to do these is to try things.
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Trigonometry-basics/711661: I have calculated this:
cos(-x)= -1/2
cos(x)= 1/2
x=60 degrees + 2 pi
Above answer is wrong, but what is wrong?
I would be happy if you help me find the right answer and show the calculation step by step so I know how to do it and see what I did wrong.
Thank you for helping me! 1 solutions
Answer 437527 by Alan3354(31528) on 2013-02-07 10:48:44 (Show Source):
You can put this solution on YOUR website!I have calculated this:
cos(-x)= -1/2
cos(x)= 1/2 ************ cos(-x) = cos(x)
x = ±120 degs ± n*360, n = 0,1,2,3...
==============
x=60 degrees + 2 pi Not a good idea to mix degs and radians.
Above answer is wrong, but what is wrong?
I would be happy if you help me find the right answer and show the calculation step by step so I know how to do it and see what I did wrong.
Thank you for helping me!
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Equations/711654: Find the equation of the circle touching line x-2y=3 at (-1,-2) and having radius sqrt(5)
I've been trying to solve this one for 5 hours, I'm really desperate, I tried all the examples here but still no luck... I think that there is something wrong with my method. I looked for the sloped of radius then plug (-1,-2) to get its equation then equate it with the tangent line...... its seems not to work. Any help will be greatly appreciated. 1 solutions
Answer 437513 by Alan3354(31528) on 2013-02-07 10:04:17 (Show Source):
You can put this solution on YOUR website!Find the equation of the circle touching line x-2y=3 at (-1,-2) and having radius sqrt(5)
I've been trying to solve this one for 5 hours, I'm really desperate, I tried all the examples here but still no luck... I think that there is something wrong with my method. I looked for the sloped of radius then plug (-1,-2) to get its equation then equate it with the tangent line.
=========================
I assume that "touching" means tangent.
The line from (-1,-2) has to be perpendicular to the line x-2y = 3
--> Its slope = -2.
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Find the equation of a line with m = -2 thru the point (-1,-2)
The centers of the circles (there are 2) will be on that line, sqrt(5) units from (-1,-2)
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logarithm/711421: I can't figure this out.
First of all, the 4's in this problem are down at the bottom (like the opposite of an exponent) I can't remember what they are called.
It says, log4(x+7)= log4 14
tiny fours at the bottom of each log.
Thanks!
Melissa 1 solutions
Answer 437403 by Alan3354(31528) on 2013-02-06 19:07:31 (Show Source):
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