Compute the Jacobian J(u,v) for the following transformation. T: x=16u cos (Tv), y = 16u sin (v) Choose the correct Jacobian determinant of T below. a O A. J(u,v) = (16u sin (v) (16u sin (v) - (16u cos (v)) (16u cos (v)) OB. J(u,v) = Ju (16u sin (v) (16u cos (v)) - av (16u sin (v) (16u cos (v)) a C. J(u,v) = (16u cos (v)) (16u sin (v)) - (16u cos (v))(16u sin (v)) OD. J(u,v) = (16u cos (v))(16u cos (v)) - (16u sin (v) (16u sin (v)) Compute the Jacobian. J(u,v) =