Solve the game
Two players A and B are involved in a game. Each player has three different strategies. The pay-off table is given below
B
[ 5 -7 -17
A 4 6 -15 (in matrix)
9 10 -13]
Find the saddle point and value of the game.
Saddle point is the presence of a payoff matrix element which is both a minimum of its row (-13,-15,-17) and a maximum of its column(9,10,-13). The matrix has a saddle point in the cell 3,3 , therefore,value of the game is equal to -13.
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