Exam 19: Introduction to Decision Analysis

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If the decision to be made is a one-time decision,the expected value method can be misleading because it represents the average outcome from repeating the decision many times.

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Julie is planning to open a restaurant and is considering two possible locations.She has estimated the payoff for each location for each of three different possible levels of restaurant popularity (state of nature)as shown below. Julie is planning to open a restaurant and is considering two possible locations.She has estimated the payoff for each location for each of three different possible levels of restaurant popularity (state of nature)as shown below.   Suppose that Julie estimates the following probabilities for each level of restaurant popularity.   The expected value of Location 2 is 310. Suppose that Julie estimates the following probabilities for each level of restaurant popularity. Julie is planning to open a restaurant and is considering two possible locations.She has estimated the payoff for each location for each of three different possible levels of restaurant popularity (state of nature)as shown below.   Suppose that Julie estimates the following probabilities for each level of restaurant popularity.   The expected value of Location 2 is 310. The expected value of Location 2 is 310.

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The expected value under certainty is equal to the difference between the expected value under uncertainty and the expected cost of uncertainty.

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A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   If the bakery had perfect information about that day's demand,the expected value under certainty is 275. It estimates the following probabilities for the respective levels of demand. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   If the bakery had perfect information about that day's demand,the expected value under certainty is 275. If the bakery had perfect information about that day's demand,the expected value under certainty is 275.

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Which of the following are two different names for the same thing?

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Fold back the decision tree shown below. Fold back the decision tree shown below.   Which of the following is correct based on folding back the above tree? Which of the following is correct based on folding back the above tree?

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A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   Which alternative should the bakery choose using the expected value method and what is the expected value? It estimates the following probabilities for the respective levels of demand. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   Which alternative should the bakery choose using the expected value method and what is the expected value? Which alternative should the bakery choose using the expected value method and what is the expected value?

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Given the following payoff table and probabilities for each state of nature,answer the questions below. Given the following payoff table and probabilities for each state of nature,answer the questions below.     Find the expected value for each alternative and indicate which alternative should be chosen based on the expected value method. Given the following payoff table and probabilities for each state of nature,answer the questions below.     Find the expected value for each alternative and indicate which alternative should be chosen based on the expected value method. Find the expected value for each alternative and indicate which alternative should be chosen based on the expected value method.

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The expected value or payoff is lower in an uncertain environment than in a certain environment.

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Buy 8 empty lots. At the end of 5 years you plan to sell all the real estate and you expect both houses and lots to appreciate in value.Owning and renting out houses will also provide rental income,but there will also be expenses such as repairs and insurance that would not be involved for empty lots.The amount of appreciation depends on the real estate market that you expect to be one of the three levels shown in the table below along with the expected payoff values (shown in thousands of dollars). Buy 8 empty lots. At the end of 5 years you plan to sell all the real estate and you expect both houses and lots to appreciate in value.Owning and renting out houses will also provide rental income,but there will also be expenses such as repairs and insurance that would not be involved for empty lots.The amount of appreciation depends on the real estate market that you expect to be one of the three levels shown in the table below along with the expected payoff values (shown in thousands of dollars).   Assume that you estimate the following probabilities for the states of the real estate market:   Based on the expected value criterion you should choose alternative: Assume that you estimate the following probabilities for the states of the real estate market: Buy 8 empty lots. At the end of 5 years you plan to sell all the real estate and you expect both houses and lots to appreciate in value.Owning and renting out houses will also provide rental income,but there will also be expenses such as repairs and insurance that would not be involved for empty lots.The amount of appreciation depends on the real estate market that you expect to be one of the three levels shown in the table below along with the expected payoff values (shown in thousands of dollars).   Assume that you estimate the following probabilities for the states of the real estate market:   Based on the expected value criterion you should choose alternative: Based on the expected value criterion you should choose alternative:

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Under certainty the outcome of each alternative is known before the decision made.

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A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   The expected value of A<sub>3</sub> (making many donuts)is 210. It estimates the following probabilities for the respective levels of demand. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   The expected value of A<sub>3</sub> (making many donuts)is 210. The expected value of A3 (making many donuts)is 210.

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Which of the following is not a characteristic of decision trees?

(Multiple Choice)
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Julie is planning to open a restaurant and is considering two possible locations.She has estimated the payoff for each location for each of three different possible levels of restaurant popularity (state of nature)as shown below. Julie is planning to open a restaurant and is considering two possible locations.She has estimated the payoff for each location for each of three different possible levels of restaurant popularity (state of nature)as shown below.   The opportunity loss for Location 2 and Poor restaurant popularity is 350. The opportunity loss for Location 2 and Poor restaurant popularity is 350.

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At each branch point in a decision tree,where the decision maker does not have control,the probabilities must sum to 1.0.

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A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   If the bakery could obtain perfect information early in the morning,what is the expected value under certainty? It estimates the following probabilities for the respective levels of demand. A bakery makes fresh donuts every morning.If any are left at the end of the day they are donated to a homeless shelter.The number of donuts that can be sold each day is uncertain and the bakery must decide early each morning,how many donuts to make that day.The bakery has created the following payoff table to summarize the situation.   It estimates the following probabilities for the respective levels of demand.   If the bakery could obtain perfect information early in the morning,what is the expected value under certainty? If the bakery could obtain perfect information early in the morning,what is the expected value under certainty?

(Multiple Choice)
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Julie is planning to open a restaurant and is considering two possible locations.She has estimated the payoff for each location for each of three different possible levels of restaurant popularity (state of nature)as shown below. Julie is planning to open a restaurant and is considering two possible locations.She has estimated the payoff for each location for each of three different possible levels of restaurant popularity (state of nature)as shown below.   The opportunity loss for Location 1 and Poor restaurant popularity is 150. The opportunity loss for Location 1 and Poor restaurant popularity is 150.

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Which of the following is NOT a step in conducting decision tree analysis?

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Probabilistic decision criteria are used when the probabilities associated with the possible payoffs are unknown.

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When a decision maker must make a decision under uncertainty,having perfect information available prior to choosing an alternative would:

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