Question: Which answer do I choose? Consider solving a double integral of the form where dA = dudv and the coordinates (u, v) relate to the

Which answer do I choose?

Consider solving a double integral of the form where dA = dudv and the coordinates (u, v) relate to the Cartesian ones as x = u2 - v2 and y = uv. Which of the options below best describes the area integration element in Cartesian coordinates dA = drdy. A. 2(u2 + v2 )dudv. B. 2(u2 - v2 ) dudv. C. (u2 - v2) dudv. D. (u2 + 82)dudv. E. (x2 - y? ) dudv

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