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Differential Equations
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Find the volume that is restricted by paraboloid z = 2x^2 +2y^2 -8 and xy-plane using polar coordinates.
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start by changing to polar
V = \(\large \int \int_R z ~dx dy\) u need to convert z, differentials, and bounds to polar..
\(x = r\cos \theta\) \(y = r\sin \theta\) convert z to polar, wat do u get ?
\[2r ^{2} -8\]
yes, next think a bit how the projection of paraboloid look in xy-axis
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