QUESTION 1 Suppose that monopolist's inverse demand on market 1 is given by P4 = 100 - X4 and monopolist's inverse deman
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QUESTION 1 Suppose that monopolist's inverse demand on market 1 is given by P4 = 100 - X4 and monopolist's inverse deman
QUESTION 1 Suppose that monopolist's inverse demand on market 1 is given by P4 = 100 - X4 and monopolist's inverse demand on market 2 is given by P2 = 50 - 0.5X2. Monopolist's cost function is c(x1 + x2) = 0.5(x4 + x2)2 What is the level of output on market 1, x4, that will maximize monopolist's profit? QUESTION 2 Suppose that monopolist's inverse demand on market 1 is given by P1 - 100 - X1, and monopolist's inverse demand on market 2 is given by P2 = 50 - 0.5X2. Monopolist's cost function is c(x1 * x2) = 0.5(x1 * x2)? What is the level of output on market 2. x2, that will maximize monopolist's profit?
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