Consider the Matching Pennies game:
Suppose Player A always uses a pure strategy that selects heads, and Player B always uses a pure strategy that selects tails. Is this outcome a Nash equilibrium?
A) Yes, both players have no incentive to change their actions.
B) No, Player A would want to switch to tails.
C) No, Player B would want to switch to heads.
D) No, Player B would want to switch to tails.
Correct Answer:
Verified
Q45: Scenario 13.10
Consider the game below: 
Q46: Scenario 13.9
Consider the following game:
Two firms are
Q47: Consider the Matching Pennies game: Q48: Scenario 13.10 Q49: Scenario 13.8 Q50: Scenario 13.9 Q55: Scenario 13.9 Q56: Scenario 13.9 Q56: Consider the Matching Pennies game: Q57: Which of the below outcomes is the![]()
Consider the game below: 
Consider the following game: 
Consider the following game:
Two firms are
Consider the following game:
Two firms are
Consider the following game:
Two firms are![]()
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