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The Optimal Strategy For Player One

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a) The optimal strategy for player one to pursue would be to defect under any circumstance. If player one were to cooperate, that minimum and maximum return would be one and three respectively. Whereas if player one were to defect the minimum points he or she would earn is two, and the maximum could potentially be four. b) Like player one, player two would benefit most if he or she chose the strategy of defection. Similar to the situation in question a, the maximum and minimum reward of defection outweighs the benefits of cooperation. If player two, like player one, were to choose cooperation, and element of trust must be present if the goal was to yield the maximum three points. It is human nature to be cautious and therefore, without any communication or social bond, there is no reason to trust the other player. Ultimately, a strategy of defection is the most practical and rewarding approach to pursue. c) If the player one had no doubt that player two would chose to cooperate, the game becomes more difficult. Now that the shadow of doubt has been removed from player one’s reasoning, the approach behind player one’s strategy is primarily fueled by motives. If player one’s motive is to secure the maximum points that he or she should choose to defect, if however, player one’s motives hinge on a belief in ethics or morality than he or she would most likely cooperate. Seeing as the purpose of the game is to “maximize his or her payout,” the most prudent strategy for player

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