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Question Number 133470 by rs4089 last updated on 22/Feb/21
Answered by mr W last updated on 22/Feb/21
x=acosθy=bsinθdV=−2π(2a−acosθ)2ydx=4πa(2−cosθ)bsinθasinθdθ=4πa2b(2−cosθ)sin2θdθV=4πa2b∫0π(2−cosθ)sin2θdθV=4πa2b∫0π(1−cos2θ−cosθsin2θ)dθV=4πa2b[θ−sin2θ2−sin3θ3]0πV=4π2a2bV=2π(2a)Aellipse
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