Use cylindrical coordinates. (a) Find the volume of the solid that the cylinder r = a cos
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Use cylindrical coordinates.
(a) Find the volume of the solid that the cylinder r = a cos θ cuts out of the sphere of radius a centered at the origin.
(b) Illustrate the solid of part (a) by graphing the sphere and the cylinder on the same screen.
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2 a V S2 S SV cos 45 4 f2fa ST2 sacose sva dr de ra cos S5 a 0 a...View the full answer
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