The market demand curve for a
pair of Cournot duopolists is given as: P = 36 ‑ 3Q, (Q =
Ql + Q2). The constant per unit marginal cost
is 18 for each duopolist (30 points).
a. Find the Cournot equilibrium price,
quantity, and profits (10 points).
b. Find the Bertrand equilibrium
price, quantity and profits (10 points).
c. Find the Stackelberg
Leader-Follower equilibrium price, quantity and profits assuming
firm 1 is the leader (10 points).
The market demand curve for a pair of Cournot duopolists is given as: P = 36 ‑ 3Q, (Q = Ql + Q2). The constant per unit
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The market demand curve for a pair of Cournot duopolists is given as: P = 36 ‑ 3Q, (Q = Ql + Q2). The constant per unit
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