Probability: Expected Value and Decision Analysis
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Expected Value and Decision Analysis:
1- In a certain state lottery, a lottery ticket cost $8. In terms of the decision to purchase or not to purchase a lottery ticket, suppose that the following payoff table applies:
State of nature
Decision alternative Wins s1 Lose s2
Purchase lottery ticket d1 290,000 -8
Do not purchase lottery ticket d2 0 0
1. A realistic estimate of the chances of winning are 1 in 290,000. Use the expected value approach to recommend a decision.
2. If a particular decision maker assigns an indifference probability of 0,00004 to the $0 payoff, would this individual purchase a lottery ticket? Use the expected utility to justify your answer.
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Solution Summary
The probability of expected value and decision analysis are given for a state lottery.
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Expected Value and Decision Analysis:
1- In a certain state lottery, a lottery ticket cost $8. In terms of the decision to purchase or not to purchase a lottery ticket, suppose that the following payoff table applies:
State of nature
Decision alternative Wins s1 Lose s2
Purchase lottery ticket d1 290,000 -8
Do not purchase lottery ticket d2 0 0
1. A realistic estimate of the chances of winning are 1 in ...
Purchase this Solution
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