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A price-discriminating monopoly sells in two separable markets with demand schedules p 1 =215- 0.012q 1 and p 2 =324-0.023q 2 faces the total cost
A price-discriminating monopoly sells in two separable markets with demand schedules p1=215- 0.012q1 and p2=324-0.023q2faces the total cost schedule TC = 4,200 + 0.3q2, where q = q1 + q2. What should it sell in each market to maximize total profit?
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