Find the height of a straight circular cylinder if its volume is 64 and the diameter of the base is 16.

univerkov | September 12, 2021 | education

Determine the area of the base of the cylinder.

Sop = π * R ^ 2 = π * (AD / 2) ^ 2 = π * 64 cm2.

Let us express its height from the formula for the volume of the cylinder.

V = S main * AB.

AB = V / Sbn = 64 / π * 64 = 1 / π cm.

Answer: The height of the cylinder is 1 / π cm.

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