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Question:

A cylinder whose height is 8 cm has a volume of 128πcm3 . If its radius is doubled and its height is cut in half, the volume of the resulting cylinder is

A 256πcm3.
explanation

The volume of a cylinder is πr2h. In the original cylinder, πr2h = 128π so r2(128π/8π) = 16 and the radius, r, equals √16 = 4. In the new cylinder, the radius is doubled to 8 and the height is cut in half to 4. The resulting volume is π× 82× 4 = 256π cm3.

Comments

Eightball330

3 years ago

Downloaded this app to improve my asvab score , and app actually gives me in detail how to solve and find the answer to the problems for math. Amazing.

U.S Terminator

3 years ago

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ckaigsyosyo

3 years ago

Great I gotta make a 50 or higher

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