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Evaluate the integral ∭(xz+3z)dV,where E is the region bounded by the cylinder x^2 +z^2 = 9 and the planes x+y=3,z=0 and y=0 above the xy-plane.
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Im just donig these myself so I dont know how much help I can be, but the tricky part is setting up the limits in the correct order. I think the first limit is x + y = 3 so it would be -3 to 3 for the first one (I think)
is it z-simple?
hw?
could you start by drawing picture?
thats e part i confused abt. the region ...
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any help
|dw:1353429220967:dw| draw your cylinder first
draw your planes |dw:1353429469502:dw|
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