Question: Evaluate the surface integral \(\iint_{H} y^{2} z \mathrm{~d} S\) where \(H\) is the surface given parametrically by \(\Phi(u, v)=(u \cos v, u \sin v, u), 0 \leq u \leq 1,0 \leq v \leq \pi .\) (Hint: Some of the grunge work for this problem is done in example 4 , page 964 , of the text.)

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