By principle of dominance, In the pay off matrix, each pay off strategy A_{3 }are greater than, each pay off strategy of A_{2} Therefore A_{3} dominates A_{1} and A_{1} is deleted.

Here, each pay off (in 2nd column) of B_{2} strategy are less than, each pay off of strategy B_{1}.

A_{3} dominate A_{2}, so delete A_{2}

B_{2} dominates B_{3} so, delete B_{3}

Thus, the saddle point occurs at (3, 2). The suggested solution to the game is:

Strategies for players A and B are (A_{3}, B_{2})

Value of the game V = 16.