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Question: Each of two players must choose a number between 1 and 5. If a player's choice = opposing player's choice +1, she loses $2; if a player's choice ≥ opposing player's choice +2, she wins $1. If both players choose the same number the game is a draw.
(a) What is the game matrix?
(b) Find v+ and v- and determine whether a saddle point exists in pure strategies, and if so, find it.
Prepare an estimate of the resources (operational, human, and length of time) that are needed to implement each of these recommendations
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