Question: 3 . For each criterion below either prove that it is a transitive preference ordering or provide a counter - example to show it is

3. For each criterion below either prove that it is a transitive preference ordering or provide a counter-example to show it is not a transitive preference ordering. a. Maximax. b. Maxithird: Similar to maximax but it ranks lotteries based on the third highest payoff in each lottery.

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