a. Find the Jacobian of the transformation x=2u, y=4uv and sketch the region G: 22u6, 44uv 12, in the uv-plane. 6 12 b. Then use Av Sff(x,y) R 13 a. The Jacobian is Choose the correct sketch of the region G below. O A. ) dx dy = b. Write the integral over G. The integral is -SS f(g(u,v). G JJ (u,v),h(u,v))|J(u,v)| du dv to transform the integral dv du. B. Evaluate the integrals. The evaluation for both integrals is (Type an exact answer.) u 2 S 4 dy dx into an integral over G, and evaluate both integrals. X ... O C. 1 D.