Exam 12: Decision-Making Under Conditions of Risk and Uncertainty

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In a decision tree the boxes refer to:

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A

Which of the following statements is untrue regarding a probability distribution?

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C

The following represent the expected values and standard deviations for alternatives W-Z: The following represent the expected values and standard deviations for alternatives W-Z:   Which of the following statements are true? Which of the following statements are true?

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C

Figure 12-1 Joe Bloggs is considering the following three alternatives that are estimated to yield the following potential monetary benefits: Figure 12-1 Joe Bloggs is considering the following three alternatives that are estimated to yield the following potential monetary benefits:   It is estimated that all of the outcomes are equally likely. -Refer to Figure 12-1. Assume that Joe is a risk seeker. Which alternative is Joe likely to choose? It is estimated that all of the outcomes are equally likely. -Refer to Figure 12-1. Assume that Joe is a risk seeker. Which alternative is Joe likely to choose?

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Jackson is considering launching a new product which it believes has an 80% probability of success. The company, however, is considering undertaking an advertising campaign at a cost of £40,000 which would increase the probability of success to 90%. If successful the product would generate income of £840,000 otherwise £294,000 would be received. What will be the expected loss or gain from obtaining the additional information?

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The following represent the expected values and standard deviations for alternatives a-d. Which alternative has the highest absolute risk?

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The joint probability of two events occurring together is:

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The maximum amount that is worth paying to obtain additional information consists of:

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The decision rule under the maximin criterion is to:

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Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are: Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are:   -Refer to Figure 12-3. Which alternative should the company choose using the maximax criterion? -Refer to Figure 12-3. Which alternative should the company choose using the maximax criterion?

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Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are: Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are:   -Refer to Figure 12-3. Using the data above relating to the Lee Company, what is the amount of regret that is used to determine the choice of alternatives under consideration? -Refer to Figure 12-3. Using the data above relating to the Lee Company, what is the amount of regret that is used to determine the choice of alternatives under consideration?

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Figure 12-1 Joe Bloggs is considering the following three alternatives that are estimated to yield the following potential monetary benefits: Figure 12-1 Joe Bloggs is considering the following three alternatives that are estimated to yield the following potential monetary benefits:   It is estimated that all of the outcomes are equally likely. -Refer to Figure 12-1. Assume that Joe is a risk neutral. Which alternative is Joe likely to choose? It is estimated that all of the outcomes are equally likely. -Refer to Figure 12-1. Assume that Joe is a risk neutral. Which alternative is Joe likely to choose?

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Sentosa Company is considering launching a new product which it believes has a 70% probability of success. The company is, however, considering undertaking an advertising campaign costing £60,000, which would increase the probability of success to 95%. If successful the product would generate income of £240,000 otherwise £84,000 would be received. What is the maximum amount that the company should be prepared to pay for advertising?

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Figure 12-2 ZX Company is faced with choosing from the following four mutually exclusive alternatives. Each project has the same duration and the cash flows are expected to occur at the same point in time. Their net cash inflows will be determined by the prevailing market conditions. The forecast net cash inflows and their associated probabilities are shown below: Figure 12-2 ZX Company is faced with choosing from the following four mutually exclusive alternatives. Each project has the same duration and the cash flows are expected to occur at the same point in time. Their net cash inflows will be determined by the prevailing market conditions. The forecast net cash inflows and their associated probabilities are shown below:   -Refer to Figure 12-2. The expected value of Project D is: -Refer to Figure 12-2. The expected value of Project D is:

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The most likely outcome represents:

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Figure 12-2 ZX Company is faced with choosing from the following four mutually exclusive alternatives. Each project has the same duration and the cash flows are expected to occur at the same point in time. Their net cash inflows will be determined by the prevailing market conditions. The forecast net cash inflows and their associated probabilities are shown below: Figure 12-2 ZX Company is faced with choosing from the following four mutually exclusive alternatives. Each project has the same duration and the cash flows are expected to occur at the same point in time. Their net cash inflows will be determined by the prevailing market conditions. The forecast net cash inflows and their associated probabilities are shown below:   -Refer to Figure 12-2. Based on the expected value of net cash flows, which project should be undertaken? -Refer to Figure 12-2. Based on the expected value of net cash flows, which project should be undertaken?

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The Tamesek Company is considering purchasing one of two mutually exclusive machines. Machine A is most suited to low levels of demand whereas machine B is suited to high-level demand. There are only two possible outcomes and each has the same level of probability. The estimated profits for each demand level are as follows: The Tamesek Company is considering purchasing one of two mutually exclusive machines. Machine A is most suited to low levels of demand whereas machine B is suited to high-level demand. There are only two possible outcomes and each has the same level of probability. The estimated profits for each demand level are as follows:   There is a possibility of employing a firm of management consultants who would be able to provide a perfect prediction of actual demand. What is the maximum amount that the company would be prepared to pay for the additional information? There is a possibility of employing a firm of management consultants who would be able to provide a perfect prediction of actual demand. What is the maximum amount that the company would be prepared to pay for the additional information?

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Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are: Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are:   -Under what circumstances can risk reduction NOT be achieved from combining investments? -Under what circumstances can risk reduction NOT be achieved from combining investments?

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Which of the following is NOT a measure of uncertainty?

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Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are: Figure 12-3 The Lee Company must choose between two mutually exclusive alternatives. With alternative 1 an inferior product will be marketed that is best suited to low levels of demand whereas alternative 2 is a superior product that is best suited to high levels of demand. There are only two possible levels of demand - high and low and the probabilities of each event occurring is 0.5. The predicted profits for each alterative are:   -Refer to Figure 12-3 and assume that the probabilities of 0.5 for high and 0.5 for low demand are changed to 0.6 and 0.4 respectively. How would the change in probabilities change the values used to apply the maximax, maximin and regret criteria? -Refer to Figure 12-3 and assume that the probabilities of 0.5 for high and 0.5 for low demand are changed to 0.6 and 0.4 respectively. How would the change in probabilities change the values used to apply the maximax, maximin and regret criteria?

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