A firm has found a way of using first-degree price discrimination. Demand for its product is given by
P = 20 – 2Q
Marginal cost is constant and equal to $6.
i) With first-degree discrimination, what will be the profit-maximizing rate of output? How much economic profit will the firm earn?
ii) What will be the profit-maximizing rate of output if the firm does not discriminate and sets one price for all customers? How much economic profit will the firm earn in this case?
i) "P=MC"
"20-2Q=6"
"14=2Q"
"Q=7"
"Profit = TR-TC"
"Profit=P*Q-TC"
"Price = 6"
"Profit = 7*6-6*6"
Profit is $6
ii) It will be higher than $6
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