answer the question based on the following payoff matrix for a duopoly in which the numbers ndicate the profit in millions of dollars for each firm: Firm B Low Price High Price Firm A High Price A = $250 B = $250 Low Price A $325 B = $200 A = $200 A = $175 B = $325 B =$175 Refer to the above payoff matrix. Assume that firm B adopts a low-price strategy while firm A maintains a high-price strategy. Compared to the results from a high-price strategy for both firms, firm B will now: A) Lose $75 million in profit and firm A will gain $50 million in profit B) Gain $50 million in profit and firm A will lose $50 million in profit C) Gain $75 million in profit and firm A will lose $50 million in profit D) Gain $50 million in profit and firm A will lose $75 million in profit
answer the question based on the following payoff matrix for a duopoly in which the numbers ndicate the profit in millions of dollars for each firm: Firm B Low Price High Price Firm A High Price A = $250 B = $250 Low Price A $325 B = $200 A = $200 A = $175 B = $325 B =$175 Refer to the above payoff matrix. Assume that firm B adopts a low-price strategy while firm A maintains a high-price strategy. Compared to the results from a high-price strategy for both firms, firm B will now: A) Lose $75 million in profit and firm A will gain $50 million in profit B) Gain $50 million in profit and firm A will lose $50 million in profit C) Gain $75 million in profit and firm A will lose $50 million in profit D) Gain $50 million in profit and firm A will lose $75 million in profit
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Answer the question based on the following payoff matrix for a duopoly in which the numbers
indicate the profit in millions of dollars for each firm:
Firm B
Low Price High Price
O
C
A
B
с
Firm A
Refer to the above payoff matrix. Assume that firm B adopts a low-price strategy while firm A
maintains a high-price strategy. Compared to the results from a high-price strategy for both firms,
firm B will now:
High Price
A = $250
D
Low Price
A = $325
B = $250 B = $200
A = $200 A = $175
B =$175
B = $325
A) Lose $75 million in profit and firm A will gain $50 million in profit
B) Gain $50 million in profit and firm A will lose $50 million in profit
C) Gain $75 million in profit and firm A will lose $50 million in profit
D) Gain $50 million in profit and firm A will lose $75 million in profit
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