Question: Consider the below payoff matrix. Player 1 chooses rows and Player 2 chooses columns. Denote the probability of ( X )

Consider the below payoff matrix. Player 1 chooses rows and Player 2 chooses columns.
Denote the probability of "\( X \)" for Player 1 as \( p \), and the probability of "\( A \)" for Player 2 as \( q \). What is the value of \( p \) in the mixed-strategy Nash equilibrium of this game? Round your answer to two decimal places (e.g.0.15).
Consider the below payoff matrix. Player 1

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