(1 point) Compute the area of the region D bounded by in the first quadrant of the ry-plane (a) Graph the region D (b) Using the non-linear change of variables u zy and vy2, find z and y as functions of u and u (c) Find the determinant of the Jacobian for this change of variables (z, y) %,å¯1-det (d) Using the change of variables, set up a double integral for calculating the area of the region D dx dy= du dv Ja Je T(u, v) (e) Evaluate the double integral and compute the area of the region I Area =