Edit: Title should read double integral... oops
Having a little trouble figuring this one out.
Region bounded by 4x^2 + y^2 = 4z and z = 2
Last edited by PMatt; Dec 9th 2009 at 04:19 PM.
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The two surfaces intersect when
What shape does this define? Would it be easier to use Cartesian or polar coordinates?
I was assuming that I should use polar coordinates, but I'm still not quite sure how to set it up.
The equation that bounds the region of integration can be rewritten
This defines an ellipse whose equation in polar coordinates is
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