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AR15.COM
1/27/2006 5:52:15 PM EDT
What is the thickness of one quart of liquid (57.75 cubic inches) poured onto an area of 36x18 inches?
1/27/2006 5:53:31 PM EDT
[#1]
1/27/2006 5:53:55 PM EDT
[#2]
Unsolvable, need the amount of liquid.
1/27/2006 5:54:10 PM EDT
[#3]
I think you're missing some of the problem there bud
1/27/2006 5:55:33 PM EDT
[#4]
Need a volume for the liquid to solve.
1/27/2006 5:55:44 PM EDT
[#5]
Pi(e).
1/27/2006 5:56:34 PM EDT
[#6]
87
1/27/2006 5:58:34 PM EDT
[#7]
I have a math problem too.

How tall is that building?

Please specify in inches.

Thanks
1/27/2006 6:00:58 PM EDT
[#8]
need the amount of liquid
1/27/2006 6:02:06 PM EDT
[#9]

Quoted:
I have a math problem too.

How tall is that building?

Please specify in inches.

Thanks


87.
1/27/2006 6:03:39 PM EDT
[#10]

Quoted:

Quoted:
I have a math problem too.

How tall is that building?

Please specify in inches.

Thanks


87.



THanks
1/27/2006 6:04:05 PM EDT
[#11]

Quoted:
What is the thickness of a liquid poured onto an area of 36x18 inches?



Not as thick as your skull.
1/27/2006 6:06:57 PM EDT
[#12]
Anhydrous ethanol has a specific density of .79.
Hope this helps.
1/27/2006 6:08:37 PM EDT
[#13]

Quoted:
Pi(e).



1/27/2006 6:33:08 PM EDT
[#14]
One quart.

Damnit.  
1/27/2006 6:36:53 PM EDT
[#15]
I've been awake too long, so this may not be correct but I came up with 0.08912 inches thick as one quart is 57.75 cubic inches, spread over an area of 648 square inches
1/27/2006 6:40:47 PM EDT
[#16]

Quoted:
I've been awake too long, so this may not be correct but I came up with 0.08912 inches thick as one quart is 57.75 cubic inches, spread over an area of 648 square inches



Yeah, assuming that the borders of the area are going to contain the liquid, this is the number I got too, and I'm a kolidge ejikated enginear...

1/27/2006 6:41:19 PM EDT
[#17]

Quoted:
What is the thickness of one quart of liquid (57.75 cubic inches) poured onto an area of 36x18 inches?



0.08912037037037037037037037037037 inches or 89 thousanths

57.75 cubic inches/(36x18 inches)

I checked with my wife, she's a math teacher...
1/27/2006 6:42:00 PM EDT
[#18]
Simple division didn't seem right for some reason.  Seems like it'd be thicker too...
1/27/2006 6:48:08 PM EDT
[#19]
V = l*w*h
57.75 cubic inches = 36 in. * 18 in. * ?
? = .089 inch, like has been shown by a few people already

it's reasonable that it would barely cover the surface of a shape a yard by half a yard.  It's just a quart.
1/27/2006 6:55:15 PM EDT
[#20]

Quoted:
Simple division didn't seem right for some reason.  Seems like it'd be thicker too...



A good way of checking your work is through cancelling units.

57.75 cubic inches (inch x inch x inch) / 36 inch x 18 inch

Gives thickness of 0.08912 inches. And if the units don't cancel out, it means you did something wrong. Hope this helps.
1/27/2006 7:04:59 PM EDT
[#21]
Zanka all.  Especially given my earlier drink-induced retardation.
1/27/2006 7:09:03 PM EDT
[#22]

57.75/36/18 = 0.0891 inches
1/27/2006 7:13:19 PM EDT
[#23]
ARkie said:
0.089120370370370370370370370370376 inches or 89 thousanths

fixed the error in the last digit for you
1/27/2006 7:18:29 PM EDT
[#24]
when I was in college one of the tests involved solving for lift distribution across a wing.  There was a lot of matrix math (before personal computers, so we had to do matrices by hand).  One girl in our class solved a 16x16 matrix BY HAND (sixteen simultaneous linear equations), and wrote  a final answer with 12 decimal places.

The instructor circled the last number in this long decimal string, and noted "error", and took a point off.  

We were all engineering students, and nobody was getting laid, so this is what passed for humor.
1/28/2006 6:47:20 AM EDT
[#25]

Quoted:

Quoted:
Simple division didn't seem right for some reason.  Seems like it'd be thicker too...



A good way of checking your work is through cancelling units.

57.75 cubic inches (inch x inch x inch) / 36 inch x 18 inch

Gives thickness of 0.08912 inches. And if the units don't cancel out, it means you did something wrong. Hope this helps.



Surface Tension of the liquid?