9: Suppose there are two restaurants on an island, Ace's (A) and Betty's (B). They both have to decide how many meals, qa and qb, to sell per day. For Q = qa + qB, the market demand function for meals is p= 120 – Q Both restaurants face a marginal cost per meal of $30. (1) Find the Cournot equilibrium quantities and prices. (2) What if the restaurants decide to form a cartel and split the production and profits evenly. How much will each firm produce and what price do they charge?
9: Suppose there are two restaurants on an island, Ace's (A) and Betty's (B). They both have to decide how many meals, qa and qb, to sell per day. For Q = qa + qB, the market demand function for meals is p= 120 – Q Both restaurants face a marginal cost per meal of $30. (1) Find the Cournot equilibrium quantities and prices. (2) What if the restaurants decide to form a cartel and split the production and profits evenly. How much will each firm produce and what price do they charge?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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