8: Consider the market for alcohol. The demand for alcohol is given by the inverse demand function p = 1500 – 10Q The market cost function for firms that sell alcohol is CP (Q) = 300Q + 10Q? Alcohol consumption sometimes produces negative externalities, such as drunk driv- ing, health costs, or violent behavior. The social cost of these externalities is C°(Q) = 5Q² Note that both CP(Q) and C9(Q) are cost functions, not marginal cost functions. (1) How much is produced by the firms in the competitive equilibrium? (2) What is the socially best level of production? (3) How much deadweight loss is there at the competitive equilibrium? Draw a graph to support your answer. (4) Now suppose there is a monopolist that sells alcohol. How much is produced by the monopolist? Is an unregulated competitive market or an unregulated monopolist better (in terms of social welfare) in this case?

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8: Consider the market for alcohol. The demand for alcohol is given by the inverse
demand function
p = 1500 – 10Q
The market cost function for firms that sell alcohol is
CP (Q) = 300Q + 10Q²
Alcohol consumption sometimes produces negative externalities, such as drunk driv-
ing, health costs, or violent behavior. The social cost of these externalities is
C"(Q) = 5Q?
Note that both Cº(Q) and C9(Q) are cost functions, not marginal cost functions.
(1) How much is produced by the firms in the competitive equilibrium?
(2) What is the socially best level of production?
(3) How much deadweight loss is there at the competitive equilibrium? Draw a
graph to support your answer.
(4) Now suppose there is a monopolist that sells alcohol. How much is produced
by the monopolist? Is an unregulated competitive market or an unregulated
monopolist better (in terms of social welfare) in this case?
Transcribed Image Text:8: Consider the market for alcohol. The demand for alcohol is given by the inverse demand function p = 1500 – 10Q The market cost function for firms that sell alcohol is CP (Q) = 300Q + 10Q² Alcohol consumption sometimes produces negative externalities, such as drunk driv- ing, health costs, or violent behavior. The social cost of these externalities is C"(Q) = 5Q? Note that both Cº(Q) and C9(Q) are cost functions, not marginal cost functions. (1) How much is produced by the firms in the competitive equilibrium? (2) What is the socially best level of production? (3) How much deadweight loss is there at the competitive equilibrium? Draw a graph to support your answer. (4) Now suppose there is a monopolist that sells alcohol. How much is produced by the monopolist? Is an unregulated competitive market or an unregulated monopolist better (in terms of social welfare) in this case?
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