Mathematics
destinykersey
17

find the volume of a cylinder with a base area of 25 pi in^2 And height equal to the radius. Give your answer both in terms of pi and rounded to the nearest tenth

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(1) Answers
Latko613

The base of the cylinder is a circle in which the area is calculated through the equation,                                      A = πr² We are given that area is 25π in². From this and the equation above, the value of r is equal to 5 in. Using this calculated value as the height, the volume of the cylinder is,                                   V = Bh where B is area of the base and h is height.                                  V = (25π in²)(5 in) = 125π in³   or also equal to,                                 V = 392.7 in

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