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∫∫1/4x(1/2+y)dxdy over D; where D is the limited area in the right plane enclosed by x^2+y^2=32 and the curve y^2=4x.
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I don't know how to get a proper domain.
I was thinking of transforming to polar but I believe y^2=4x will screw it up.
I also had thoughts of trying to integrate the area above y^2=4x and then going polar and subtract with that bit but I guess that volume is infinite.
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