Two firms, A and B, compete as duopolists in an industry. The firms produce homogeneous goods. Each firm has a marginal cost function given by: TC(q) = 30q; + 1.5q;² The (inverse) market demand for the product can be written as: P = 300-3Q where total output, Q = q₁+9B ·
Two firms, A and B, compete as duopolists in an industry. The firms produce homogeneous goods. Each firm has a marginal cost function given by: TC(q) = 30q; + 1.5q;² The (inverse) market demand for the product can be written as: P = 300-3Q where total output, Q = q₁+9B ·
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
The managers of these firms realize that explicit agreements to collude are illegal.
Each firm must decide on its own whether to produce the Cournot quantity or the cartel quantity.
To aid in making the decision, the manager of Firm A constructs a payoff matrix like the real
one below. Fill in each box with the (profit of Firm A, profit of Firm B). Given this payoff matrix,
what output strategy is each firm likely to pursue?
Each firm must decide on its own whether to produce the Cournot quantity or the cartel quantity.
To aid in making the decision, the manager of Firm A constructs a payoff matrix like the real
one below. Fill in each box with the (profit of Firm A, profit of Firm B). Given this payoff matrix,
what output strategy is each firm likely to pursue?
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