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Find the double integral by using the substitution x = 4, y = Vu x2 y?dxdy R where R is the region in quadrant I

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Find the double integral by using the substitution x = 4, y = Vu x2 y?dxdy R where R is the region in quadrant I bounded by xy = 1, xy = 2, y = x and y = 4x. (a) Find the new boundaries on the uv plane and sketch by hand the new region. (b) Evaluate the integral / (hint: In(a) = bin(a); In(1) = 0)

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