1. Consider the (inverse) market demand function for the market in streaming services. P = 120 - 4Q Assume further that the available technology results in Marginal Cost equal to $40. a) Graphically show the market outcome for monopoly, Cournot oligopoly and perfect competition. b) For monopoly, Cournot duopoly and perfect competition determine the optimal outcome. Clearly explain how you arrive at your answer. What are the market price and quantity under each market structure? c) What are the consumer surplus, producer surplus and total surplus under each scenario? d) Show the reaction function under Bertrand competition. What are the associated price and quantity?

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
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Chapter14: Monopoly
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1. Consider the (inverse) market demand function for the market in streaming services.
P = 120 - 4Q
Assume further that the available technology results in Marginal Cost equal to $40.
a) Graphically show the market outcome for monopoly, Cournot oligopoly and perfect
competition.
b) For monopoly, Cournot duopoly and perfect competition determine the optimal
outcome. Clearly explain how you arrive at your answer. What are the market price
and quantity under each market structure?
c) What are the consumer surplus, producer surplus and total surplus under each
scenario?
d) Show the reaction function under Bertrand competition. What are the associated price
and quantity?
Transcribed Image Text:1. Consider the (inverse) market demand function for the market in streaming services. P = 120 - 4Q Assume further that the available technology results in Marginal Cost equal to $40. a) Graphically show the market outcome for monopoly, Cournot oligopoly and perfect competition. b) For monopoly, Cournot duopoly and perfect competition determine the optimal outcome. Clearly explain how you arrive at your answer. What are the market price and quantity under each market structure? c) What are the consumer surplus, producer surplus and total surplus under each scenario? d) Show the reaction function under Bertrand competition. What are the associated price and quantity?
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