The volume of cylinder varies directly as its height and the square of

1.	The volume of cylinder varies directly as its height and the square of its radius. what is the effect in the volume if the height is doubled and the radius is halved?
Answer» ANSWER: Original Volume of CYLINDER = π {r ^2} × H ( By Formula ) New Volume = π {1 / 2 r ^ 2 } × 2h = π {1 / 4 r ^ 2} × 2h = 1 / 2 {π r ^ 2} × h New Volume is HALF the original volume.

The volume of cylinder varies directly as its height and the square of its radius. what is the effect in the volume if the height is doubled and the radius is halved?

Answer»

ANSWER:

Original Volume of CYLINDER = π {r ^2} × H

( By Formula )

New Volume = π {1 / 2 r ^ 2 } × 2h

= π {1 / 4 r ^ 2} × 2h

= 1 / 2 {π r ^ 2} × h

New Volume is HALF the original volume.

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The volume of cylinder varies directly as its height and the square of its radius. what is the effect in the volume if the height is doubled and the radius is halved?

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