Exam 13: Decision Analysis

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A payoff

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​The primary value of decision trees is as a useful way of organizing how operations managers think about complex multiphase decisions.

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​The utility function for a risk avoider typically shows a diminishing marginal return for money.

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​The risk premium is never negative for a conservative decision maker.

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​The expected monetary value approach and the expected utility approach to decision making usually result in the same decision choice unless extreme payoffs are involved.

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​The expected utility approach

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​When monetary value is not the sole measure of the true worth of the outcome to the decision maker, monetary value should be replaced by utility.

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​When the expected value approach is used to select a decision alternative, the payoff that actually occurs will usually have a value different from the expected value.

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​Utility reflects the decision maker's attitude toward

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EVPI equals the expected regret associated with the minimax decision.

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For a minimization problem, the optimistic approach is often referred to as the

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​Give two examples of situations where you have decided on a course of action that did not have the highest expected monetary value.

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​When the payoffs become extreme, most decision makers are satisfied with the decision that provides the best expected monetary value.

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​The purchase of insurance and lottery tickets shows that people make decisions based on

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The expected value approach is more appropriate for a one-time decision than a repetitive decision.

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Decision alternatives are structured so that several could occur simultaneously.

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States of nature should be defined so that one and only one will actually occur.

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East West Distributing is in the process of trying to determine where they should schedule next year's production of a popular line of kitchen utensils that they distribute. Manufacturers in four different countries have submitted bids to East West. However, a pending trade bill in Congress will greatly affect the cost to East West due to proposed tariffs, favorable trading status, etc. After careful analysis, East West has determined the following cost breakdown for the four manufacturers (in $1,000's) based on whether or not the trade bill passes: East West Distributing is in the process of trying to determine where they should schedule next year's production of a popular line of kitchen utensils that they distribute. Manufacturers in four different countries have submitted bids to East West. However, a pending trade bill in Congress will greatly affect the cost to East West due to proposed tariffs, favorable trading status, etc. After careful analysis, East West has determined the following cost breakdown for the four manufacturers (in $1,000's) based on whether or not the trade bill passes:   ​  a. If East West estimates that there is a 40% chance of the bill passing, which country should they choose for manufacturing? b. Over what range of values for the bill passing will the solution in part (a) remain optimal? ​ a. If East West estimates that there is a 40% chance of the bill passing, which country should they choose for manufacturing? b. Over what range of values for the "bill passing" will the solution in part (a) remain optimal?

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Three decision makers have assessed utilities for the problem whose payoff table appears below. ​ Three decision makers have assessed utilities for the problem whose payoff table appears below. ​   ​   ​  a.Plot the utility function for each decision maker. b.Characterize each decision maker's attitude toward risk. c.Which decision will each person prefer?​Three decision makers have assessed utilities for the problem whose payoff table appears below. ​   ​   ​  a.Plot the utility function for each decision maker. b.Characterize each decision maker's attitude toward risk. c.Which decision will each person prefer?​ ​ a.Plot the utility function for each decision maker. b.Characterize each decision maker's attitude toward risk. c.Which decision will each person prefer?​

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​Decision tree probabilities refer to the probability of

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