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Assume a competitive industry with two hospitals. The hospitals compete in price (such that P=MC), face the inverse demand curve =10 - Q , and have a constant marginal cost of $5.
a) What is the competitive equilibrium quantity? What is the consumer surplus?
b) Now assume that the two hospitals merge, and their marginal cost falls to $4. What is the new quantity provided? What is the price to consumers? What is the consumer surplus?
c) What is the amount of the transfer from consumers to producers when the hospitals merged?
d) What are the efficiency gains from the merger?
e) The government challenges the merger. Should the courts allow the merger to proceed if only consumer surplus matters? Why or why not?
f) Should the courts allow the merger to proceed if considering total welfare (i.e. consumer surplus + producer surplus)? Why or why not?
P and Y are both endogenous variables and according to the quantity theory of money we need P.Y = constant. If we divide both sides by P we get Y = constant / P. Because Y = Y D i
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