Let E be the smallest region enclosed by the cone 2 = \\/x2 + y2 and the sphere x2 + y2 + 22 = 32 (note, it is the same region as in Question 9). Then, using cylindrical coordinates we can compute the volume of E as b d t Vol(E) = f/[F(r,6,z) dz d6 dr, where F(r, 0, z) = |:|, *1 = :l b = |:| d = |:| S = :l I = |:|