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AR15.COM
8/21/2017 7:59:08 PM EDT
I have a pipe that is 3 feet high and 4 feet in Dia. how many gallons of water will it hold?
8/21/2017 8:02:07 PM EDT
[#1]
OD or ID?

If OD, what's the wall thickness?
8/21/2017 8:03:19 PM EDT
[#2]
87 gallons
8/21/2017 8:03:35 PM EDT
[#3]
Nearly 235 Imperial gallons!
8/21/2017 8:05:58 PM EDT
[#4]
Figure area of 4' circle - pi x radius squared = sq. ft. of area

x 3 (depth of tank) = cubic ft. of volume in tank

1 cu. ft. = 7.48 gal

What are you, in the third grade?
8/21/2017 8:06:18 PM EDT
[#5]
2x2x3.14x3x7.48

Beat
8/21/2017 8:07:23 PM EDT
[#6]
(Pi)r2(h)
8/21/2017 8:07:55 PM EDT
[#7]
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Quoted:
2x2x3.14x3x7.48

Beat
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Is that lower real? If so where'd you get it?
8/21/2017 8:08:01 PM EDT
[#8]
Quote History
Quoted:
Nearly 235 Imperial gallons!
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True, but you're going to confuse him. 
8/21/2017 8:09:07 PM EDT
[#9]
80/85 gallons?
8/21/2017 8:09:54 PM EDT
[#10]
In before someone asks you what temp the water is.
8/21/2017 8:12:28 PM EDT
[#11]
.

282
8/21/2017 8:13:49 PM EDT
[#12]
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Quoted:
In before someone asks you what temp the water is.
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I had almost asked him if it was a solid, liquid or gas but decided not to fuck with him.
8/21/2017 8:13:58 PM EDT
[#13]
1 US gallon is 231 cubic inches.
or
(231 inch^3)(1 foot/12 inch)^3 to convert to cubic feet.

The cross section area is (pi/4)X[Diameter]^2.  I have no idea why the radius version of this relation is taught since we more often refer to dimensions as diameters, and it's more complicated.
8/21/2017 8:15:16 PM EDT
[#14]
Easy thing to remember when calculating volume of a cylindrical shaped container....

A circle takes up 78.54% of a square.  Calculate cubicle feet as you normally would and then multiply by .7854.

If you're looking for gals there are 7.4805 gals/cubic foot.

So.....

Using ID

(LxWxH) .7854 x 7.4805
8/21/2017 8:15:30 PM EDT
[#15]
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Quoted:



Is that lower real? If so where'd you get it?
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http://imgur.com/gallery/N1agX
8/21/2017 8:19:35 PM EDT
[#16]
Quote History
Quoted:
OD or ID?

If OD, what's the wall thickness?
View Quote
ID
8/21/2017 8:20:55 PM EDT
[#17]
Quote History
Quoted:
.

282
View Quote
Thank you
8/21/2017 8:21:43 PM EDT
[#18]
Quote History
Quoted:
Easy thing to remember when calculating volume of a cylindrical shaped container....

A circle takes up 78.54% of a square.  Calculate cubicle feet as you normally would and then multiply by .7854.

If you're looking for gals there are 7.4805 gals/cubic foot.

So.....

Using ID

(LxWxH) .7854 x 7.4805
View Quote
Thanks
8/21/2017 8:28:46 PM EDT
[#19]
OP, if you need to do this regularly:

The area of a circle is pi times the radius squared.  The radius is half the diameter.  To find the volume of a cylinder, you need to multiply the area by the height.  Think about this (the volume part; you just have to memorize the area part) for a moment and it should make sense.
8/21/2017 8:38:00 PM EDT
[#20]
This ain't a math question, it's a geometry question ...
8/21/2017 8:38:45 PM EDT
[#21]
87 firkins.
8/21/2017 8:41:03 PM EDT
[#22]
Quote History
Quoted:
.

282
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8/21/2017 9:58:06 PM EDT
[#23]
I'm not sure why everyone is either wrong or harassing.

you have a 4 ft diameter tank that is 3 ft high. the area is 2 ft x 2 ft * Pi = 4 ft^2 * Pi
the volume is the area * height = 4 ft^2 * Pi * 3 ft = 12 ft^3 * Pi = 37.6991118431 ft^3
I have no idea what the conversion rate is, but according to google it's equal to
282.0089405405922 gallons
8/21/2017 10:03:54 PM EDT
[#24]
Quote History
Quoted:
This ain't a math question, it's a geometry question ...
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Lol
8/21/2017 10:17:54 PM EDT
[#25]
None, the pipe is open on both ends.

What do I win?
8/21/2017 10:25:01 PM EDT
[#26]
Quoted:
I have a pipe that is 3 feet high and 4 feet in Dia. how many gallons of water will it hold?
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Cylinder volume is pi x inside radius squared x height.
8/21/2017 11:12:31 PM EDT
[#27]
Well, OP you've got several answers.    And at least one of them is correct.     How will you decide which one is correct?
8/21/2017 11:33:01 PM EDT
[#28]
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Quoted:
(Pi)r2(h)
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Wrong......pi r round.
8/22/2017 1:46:14 AM EDT
[#29]
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Quoted:


Wrong......pi r round.
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yeah, cornbread are squared.
8/22/2017 2:13:17 AM EDT
[#30]
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Quoted:
In before someone asks you what temp the water is.
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And elevation.
8/22/2017 2:17:46 AM EDT
[#31]
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Quoted:
And elevation.
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Quoted:
Quoted:
In before someone asks you what temp the water is.
And elevation.
Salt or fresh water is also an important distinction.
8/22/2017 2:22:23 AM EDT
[#32]
Pics of pipe?

Can you clear it in one hit?
8/22/2017 3:44:21 AM EDT
[#33]
Are there caps on the end of the pipe? Cause otherwise the water is probably just going to spill out onto the ground.
8/22/2017 3:49:45 AM EDT
[#34]
Quote History
Quoted:
Pics of pipe?

Can you clear it in one hit?
View Quote
8/22/2017 3:55:22 AM EDT
[#35]
This certainly should  be a poll question with pi as one of the choices.
8/22/2017 4:24:05 AM EDT
[#36]
Quote History
Quoted:
.

282
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This is right