Given the demand function Q_X = 1500 - 100P_X + 75P_Y + 1.5I + .06A where P_Y = $40.00. I = $2500, and A = $5,000, the marginal revenue equation is MR = 85.50 - .01Q_X²_.

Question

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The given demand function is Q_X = 1500 - 100P_X + 75P_Y + 1.5I + .06A, and the values for P_Y, I, and A are provided. However, the marginal revenue (MR) equation is derived from the inverse demand function, not directly from the demand function itself. The MR equation provided does not directly follow from the given demand function without additional steps involving differentiation and inversion, which are not shown.

Given the Demand Function QX = 1500 - 100PX

Given the Demand Function Q_X = 1500 - 100P_X