Example 8-5-3 - Maple Help
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Chapter 8: Applications of Triple Integration

Section 8.5: Changing Variables in a Triple Integral

Example 8.5.3

Using cylindrical coordinates, calculate the volume of R, the region bounded by the paraboloids z=4 x2+y2 and z=9x2+y2 and the planes z=2 and z=3. Then, recalculate the volume by making the change of variables x=u/vcosw, y=u/vsinw, z=u2.

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