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In cylindrical coordinates, find the volume of the solid S enclosed by the cone and the sphere as shown, where z = r, and the

In cylindrical coordinates, find the volume of the solid S enclosed by the cone and the sphere as shown, where z = r, and the upper hemisphere is the sqrt(2-r²):

Z 2 2 (0,0, 1/2 2 + Z = 2 X + y z= wx*+y Y X

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