By principle of dominance, In the pay matrix, each pay strategy A3 are greater than, each pay *** strategy of A2 Therefore A3 dominates A1 and A1 is deleted.
Here, each pay (in 2nd column) of B2 strategy are less than, each pay of strategy B1.
A3 dominate A2, so delete A2
B2 dominates B3 so, delete B3
Thus, the saddle point occurs at (3, 2). The suggested solution to the game is:
Strategies for players A and B are (A3, B2)
Value of the game V = 16.
