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Answer to Question #58902 in Calculus for KIM ANNA
Question #58902
Find f(x, y) such that z = f(x, y) defines a plane and
∬ f(x,y)dA =∬ x f(x,y)dA = 0, f(1,2) = −1,
where D is the region bounded by the graphs of x + y = 3, x = 0, and y = 0.
∬ f(x,y)dA =∬ x f(x,y)dA = 0, f(1,2) = −1,
where D is the region bounded by the graphs of x + y = 3, x = 0, and y = 0.
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