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16-03-2024
Mathematics

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Let D be the region bounded by y = x2, y = x + 2, and y = −x. Evaluate the integral D x dA by dividing the region D into two regions of Type II, where D = {(x, y)|y ≥ x2, y ≥ −x, y ≤ x + 2}.

Let D be the region bounded by y x2 y x 2 and y x Evaluate the integral D x dA by dividing the region D into two regions of Type II where D x yy x2 y x y x 2 class=

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