Three firms compete in the style of Cournot. The inverse demand is P(Q) = a - Q. Scenario 1: All three firms have the same constant marginal cost MC = c. Scenario 2: Firm 1 has MC = 0.5c, Firm 2 has MC = c, and Firm 3 has MC = 1.5c. Assume that a > 3c. Which of the following is correct? (Price means the price in Nash equilibrium.) O Price in scenario 1 > Price in scenario 2 O Price in scenario 2 > Price in scenario 1 Price in scenario 1 Price in scenario 2 O Any of the first three options is possible depending on the value of a

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Three firms compete in the style of Cournot. The inverse demand is P(Q) = a - Q. Scenario 1: All three firms have the same constant marginal cost MC = c. Scenario 2:
Firm 1 has MC = 0.5c, Firm 2 has MC = c, and Firm 3 has MC = 1.5c. Assume that a > 3c. Which of the following is correct? (Price means the price in Nash equilibrium.)
Price in scenario 1 > Price in scenario 2
Price in scenario 2 > Price in scenario 1
Price in scenario 1 = Price in scenario 2
Any of the first three options is possible depending on the value of a
Any of the first three options is possible depending on the value of a and c.
Transcribed Image Text:Three firms compete in the style of Cournot. The inverse demand is P(Q) = a - Q. Scenario 1: All three firms have the same constant marginal cost MC = c. Scenario 2: Firm 1 has MC = 0.5c, Firm 2 has MC = c, and Firm 3 has MC = 1.5c. Assume that a > 3c. Which of the following is correct? (Price means the price in Nash equilibrium.) Price in scenario 1 > Price in scenario 2 Price in scenario 2 > Price in scenario 1 Price in scenario 1 = Price in scenario 2 Any of the first three options is possible depending on the value of a Any of the first three options is possible depending on the value of a and c.
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