Consider the following matrix representing a two-person zero-
sum game.
-1
4 3
2 -2 3
2
1
-1 2
4
2 0 3
A. Write the primal and dual linear programming problems
associated with this game.
B. Solve the game.
only solve for problem 10. Clearly writing and steps pls
(a) Construct a 3 by 3 system that needs two row exchanges to reach a triangular form and a solution.(b) Construct a 3 by 3 system that needs a row exchange to keep going, but breaks down later.
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