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</p>
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<p>
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An example of a harder problem, ripped straight from the textbook, is to find the volume of a region bounded below by `z = 3` and bounded above
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by a sphere of radius 5 (centered on the origin). I'll leave solving this one as an exercise to the reader for now, but we'll revisit it for the
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post on 15.7 (cylindrical and spherical coordinates).
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by a sphere of radius 5 (centered on the origin). I'll leave solving this one as an exercise to the reader.
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</p>
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<p>
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A particularly common problem is finding the volume of a tetrahedron given its corner points. There's no real trick here - we just have to find
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