Question: Consider a game having the following payoff table: Without eliminating dominated strategies, use the minimax (or maximin) criterion to determine the best strategy for each
Consider a game having the following payoff table:

- Without eliminating dominated strategies, use the minimax (or maximin) criterion to determine the best strategy for each of the players.
- Identify and eliminate dominated strategies as far as possible. Make a list of dominated strategies, showing the order in which you were able to eliminate them. Then, show the resulting reduced payoff table with no remaining dominated strategies.
- Compare the outcomes of approaches used in a) and b) and comment on the results.
Strategy Player 1 1 2 3 1 2 1 3 Player 2 2 3 4 -2 3 1 0 -1
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