Mixed Strategies Consider the following zero-sum game: (a) Show that this game has no saddlepoint. (b) Find a mixed strategy (randomized choice) of (the row) player 1 that makes his expected payoff...

Mixed Strategies

Consider the following zero-sum game:

(a) Show that this game has no saddlepoint.

(b) Find a mixed strategy (randomized choice) of (the row) player 1 that makes his expected payoff independent of player 2’s strategy.

(c) Find a mixed strategy of player 2 that makes his expected payoff independent of player 1’s strategy.

(d) Consider the expected payoffs found under (b) and (c). What do you conclude about how the game could be played if randomized choices are allowed?