Explanation Given: Payoff matrix is [ 1 2 3 5 4 6 ] . Approach: A strictly determined payoff matrix has a saddle point for the game, i.e., a point that is simultaneously smallest in its row and largest in its column. The optimal strategy for a row player is to choose the row with the saddle point, and that for the column player is to choose the column containing the saddle point. Calculation: The row minima and column maxima are shown below. R o w M i n

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Author: Tan

Publisher: CENGAGE L

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Chapter 9.CRE, Problem 17CRE

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Whether the game within the payoff matrix is strictly determined, the pure strategies for row and column player and the value of the game.

$[123546]$

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Chapter 9.CRE, Problem 16CRE

Chapter 9.CRE, Problem 18CRE

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Whether the game within the payoff matrix is strictly determined, the pure strategies for row and column player and the value of the game. [ 1 2 3 5 4 6 ]

Solution Summary: The author explains that the payoff matrix is strictly determined, and the optimal strategy for the row player is to choose Row 3 and Column 1. The value of the game is 4.

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Whether the game within the payoff matrix is strictly determined, the pure strategies for row and column player and the value of the game.

$[123546]$

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