The table below shows the payoffs for two firms competing through advertisement. Firm A and Firm B can each choose to advertise, or to not advertise. A's Strategy a. Advertise Don't Advertise C. b. Firm A: Advertise Firm B: Advertise Table 14.3 B's Strategy Advertise A's profit $75 million B's profit $75 million Based on the pay-off table above, what is the Nash equilibrium outcome? A's profit $50 million B's profit $200 million Firm A: Don't Advertise Firm B: Advertise d. Firm A: Advertise Firm A: Don't Advertise Firm B: Don't Advertise Don't Advertise A's profit $200 million B's profit $50 million A's profit $100 million B's profit $100 million
The table below shows the payoffs for two firms competing through advertisement. Firm A and Firm B can each choose to advertise, or to not advertise. A's Strategy a. Advertise Don't Advertise C. b. Firm A: Advertise Firm B: Advertise Table 14.3 B's Strategy Advertise A's profit $75 million B's profit $75 million Based on the pay-off table above, what is the Nash equilibrium outcome? A's profit $50 million B's profit $200 million Firm A: Don't Advertise Firm B: Advertise d. Firm A: Advertise Firm A: Don't Advertise Firm B: Don't Advertise Don't Advertise A's profit $200 million B's profit $50 million A's profit $100 million B's profit $100 million
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:The table below shows the payoffs for two firms competing through advertisement.
Firm A and Firm B can each choose to advertise, or to not advertise.
A's Strategy
a.
Advertise
Don't
Advertise
C.
b. Firm A: Advertise
Firm B: Advertise
Table 14.3
B's Strategy
Advertise
A's profit $75 million
B's profit $75 million
Based on the pay-off table above, what is the Nash equilibrium outcome?
A's profit $50 million
B's profit $200 million
Firm A: Don't Advertise
Firm B: Advertise
d. Firm A: Advertise
Firm A: Don't Advertise
Firm B: Don't Advertise
Don't Advertise
A's profit $200 million
B's profit $50 million
Firm B: Don't Advertise
A's profit $100 million
B's profit $100 million
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