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(a) {b} Consider this voting game. Each voter has three strategies: 3., b, or c. For each voter, which strategies are weakly or strictly dominated?

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(a) {b} Consider this voting game. Each voter has three strategies: 3., b, or c. For each voter, which strategies are weakly or strictly dominated? [Hinta Be especially careful in the case of voter 1. To answer this question, you do not need to know the exact payoffs: any payoffs will do provided that they are consistent with the preference orders given above. To answer this question, you do not have to write out matrices]. Now consider the reduced game in which all weakly and strictly dominated strategies have been removed. For each voter, which strategies are now weakly or strictly dominated? Mat is the predicted outcome of the vote? Compare this outcome to voter 1's preferences and comment

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