Find the mass of the solid paraboloid d = {(r, theta, z): 0 le z le 49 - r^2 , 0 le r le 7} with density p(r, theta, z) = 1 +z/49. set up the triple integral using cylindrical coordinates that should be used to find the mass of the solid paraboloid as efficiently as possible. use increasing limits of integration. integration 0 integration integration ( ) dz de d theta