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For a cylinder with radius r and height 3r. For each of the given shapes, find the

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For a cylinder with radius r and height 3r.
For each of the given shapes, find the constant c in the power relationship S = cV2/3 between the surface area S and volume V. By how much is does c exceed the value (36π)1/3 = 4.836 for the sphere (which is in fact the minimum for any shape).
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The cylinder has surface area S 2r 2 6r 2 8r 2 The volume ...View the full answer


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