Question: Let D = {(x, y) ER' | y Let D {(:r, y) e R2 1 y ey, 1 y < 2} and let S be

Let D = {(x, y) ER' | y

Let D {(:r, y) e R2 1 y ey, 1 y < 2} and let S be the surface defined by the vector (veu, v, u2). Without finding a Cartesian equation for S, set up (and do not function R(u, v) evaluate) an iterated double integral that is equal to the surface area of the portion of S whose projection on the my-plane is the region D.

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