h Consider a solid T enclosed by the paraboloid z = x^2 +y^2 andthe plane z = 4 (the solid above the paraboloid and below theplane). Let M the (closed) surface representing the boundarysurface of T. The surface M consists of two surfaces: theparaboloid M1 and the lid M2. Orient M by an outward normal. LetF=(z,2y,-2)
Compute the integral using the Divergence theorem. Carry out thecomputation of the triple integral using the sphericalcoordinates.
