For a two-person,zero-sum,mixed-strategy game,each player selects its strategy according to
A)what strategy the other player used last.
B)a fixed rotation of strategies.
C)a probability distribution.
D)the outcome of the previous game.

Question

Quizplus · Accepted Answer

In a mixed-strategy game, players do not have a dominant strategy, so the best approach is to use a probability distribution to select strategies. This ensures that the opponent cannot predict the player's moves with certainty, making it harder for them to exploit weaknesses in the player's strategy. Therefore, choice C is the best option. Choices A, B, and D are not effective because they rely on information from previous games or predictable patterns, which can be exploited by smart opponents.

For a Two-Person,zero-Sum,mixed-Strategy Game,each Player Selects Its Strategy According to