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Given a total-revenue function R(x) = 10001x - 0.2x and a total-cost function C(x) = 1400 (x2+ 5) + 700, both in thousands of dollars,

Given a total-revenue function R(x) = 10001x - 0.2x and a total-cost function C(x) = 1400 (x2+ 5) + 700, both in thousands of dollars, find the rate at which total profit is changing when x items have been produced and sold. . . . P' (X) =

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