Only Part A

/15 65 35 Homework 5. Given a game with the payoff matrix (20 25 22 ). (25 15 21/ a) Given matrix has no saddle points and no dominated rows/colums and it is not invertible: Find value of the game and optimal strategies of the players. b) Show that Q = 62,0, and Q' = are optimal strategies for the column player. Does there exist any other optimal strategy with one component zero? c) Show that the column player has optimal strategies with all components positive d) Determine the set of all optimal strategies of both players