Solve the problem.
-If the payoff matrix of a matrix game contains a saddle point, what is the optimal strategy for the column player?
A)Always choose the column with the largest maximum.
B)Always choose the column with the smallest maximum.
C)Always choose the column with the smallest minimum.
D)Always choose the column with the largest minimum.

Question

Quizplus · Accepted Answer

In a matrix game, the presence of a saddle point indicates an equilibrium where neither player can benefit by changing their strategy while the other player keeps theirs unchanged. For the column player, the optimal strategy is to minimize potential losses, which is achieved by choosing the column with the smallest maximum value. This strategy ensures the column player minimizes the maximum payoff the row player can receive.

Solve the Problem. -If the Payoff Matrix of a Matrix Game Contains a Game