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A solid is formed by rotating the area between the curves u(x) and v(x) where 0 log 2 e £ x £ , about the x axis. Show that the volume of the solid generated is 2p RA where A is the area between the curves. 3 R y loge 2 x A u(x) = R - 1+ ex v(x) = R + 1- ex
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