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(a) Suppose a region R, that is above the the maxis, has an area given by A. If that region is rotated about the maxis,
(a) Suppose a region R, that is above the the maxis, has an area given by A. If that region is rotated about the maxis, the volume of revolution is given by V1. If the same region is rotated about the line y = k (Where k > 0), the volume of revolution is given by V2. Derive an expression for V2 in terms of V1, k and A. You should include a suitable diagram in your derivation. Comment on how you would verify that the result you obtained is correct
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