How to find the height of a cylinder when given volume and radius
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How to find the height of a cylinder when given volume and radius

[From: ] [author: ] [Date: 12-04-03] [Hit: ]
I have a cylinder with the radius of 7 and the volume of 1846.32. First, I would find the area of the top of the cylinder using the formula to find the area of a circle. In this case, it would be 49x3.......
Just explain it to me please?

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Well, the volume of the area equals area multiplied by height. Since you have the radius and volume, you just find the area using the radius and divide the volume by it.
So, for example:
I have a cylinder with the radius of 7 and the volume of 1846.32. First, I would find the area of the top of the cylinder using the formula to find the area of a circle. In this case, it would be 49x3.14, giving me an answer of 153.86. Then, I would divide the volume (1846.32) by the area of the top of the cylinder (153.86) to receive my height (12).
Hope it helped!

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sett it up= V= pi(radius Squared)h
plug in the numbers for volume, pi, and radius
square the radius
plug that number in for radius squared
and then solve it as a one step equation (inverse operations/ work backwards)

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V=Pi*R^2*H
H=Volume/Pi*(Radius)^2
The volume of a cylinder is the base circle's area x the height.

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Use formula for volume(V), then solve for height(h)

V = π r² h

Divide both sides by (π r²)

V / (π r²) = π r² h / (π r²)

h = V / (π r²)

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2*pi*radius = Diameter of container
Total height = volume / diameter of container

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Measure
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