Consider the linear map G(u, v) = (2u F v, 3v - 2u). Let parallelogram P consist of vertices at the points (2,0), (3,2), (4,0), and (5,2). Answer the following questions. a. Sketch the original parallelogram P and the parallelogram under the mapping G. b. Compute the Jacobian of the map G. c. Find the area of the image of P under G. That is, find the area of G(P).

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