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(qi) = 30q; + 1.5qi² 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(qi) = 30q; + 1.5qi² 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
Suppose Firm A (leader) can set its output level before Firm B (follower) does.
Determine how much will Firm A choose to produce in this case? How much will Firm B
produce? What is the marketprice , and what is the profit for each firm? Is firm A better off by
choosing its output first? Explain why or why not.
Determine how much will Firm A choose to produce in this case? How much will Firm B
produce? What is the market
choosing its output first? Explain why or why not.

Transcribed Image Text:Firm A
Produce
Cournot q
Produce
Cartel q
Profit Payoff Matrix
Firm B
Produce Cournot q Produce Cartel q
-
-

Transcribed Image Text: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 ·
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