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Consider the Matching Pennies Game: Suppose Player B Always

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Consider the Matching Pennies game: Consider the Matching Pennies game:   Suppose Player B always uses a mixed strategy with probability of 3/4 for head and 1/4 for tails. Which of the following strategies for Player A provides the highest expected payoff? A)  Mixed strategy with probability 1/4 on heads and 3/4 on tails B)  Mixed strategy with probability 1/2 on heads and 1/2 on tails C)  Mixed strategy with probability 3/4 on heads and 1/4 on tails D)  Pure strategy in which Player A always selects heads Suppose Player B always uses a mixed strategy with probability of 3/4 for head and 1/4 for tails. Which of the following strategies for Player A provides the highest expected payoff?


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