Exam 12: Risk Topics and Real Options in Capital Budgeting

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Which of the following techniques gives an estimate of capital budgeting project risk in terms of the standard deviation of a project's NPV or IRR?

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A worst case scenario analysis evaluates the potential cash flows for a project that represent the worst possible outcome for the project.

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Francis Corp is evaluating a capital budgeting project and has come up with the following two branch decision tree analysis ($000). The firm's cost of capital is 12%. What is the project's NPV? Francis Corp is evaluating a capital budgeting project and has come up with the following two branch decision tree analysis ($000). The firm's cost of capital is 12%. What is the project's NPV?   ($000) ($000)

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 Upper Path:  CF =7000,CO=5000,CO2=5000;NPV:I=12NPV=1450 Lower Path: CF=7000,CO1=3000,CO=3000;NPV:I=12NPV=1930 Project NPV =6(1450).4(1930)=870772=$98\begin{array}{ll}\text { Upper Path: } & \text { CF }=-7000, \mathrm{CO}=5000, \mathrm{CO} 2=5000 ; \mathrm{NPV}: \mathrm{I}=12 \\&\mathrm{NPV}=1450\\\text { Lower Path: }&\mathrm{CF}=-7000, \mathrm{CO} 1=3000, \mathrm{CO}=3000 ; \mathrm{NPV}: \mathrm{I}=12\\&\mathrm{NPV}=-1930\\\text { Project NPV }=6(1450)-\\.4(1930)=870-772=\$ 98\end{array}

Evaluating several possible cash flow scenarios gives a feel for variability of a project's NPV.

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In theory, the risk-free rate is more appropriate for the NPV calculation in the certainty equivalent approach since:

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The certainty equivalent approach uses the cost of capital as the appropriate discount rate.

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When a similar company can't be found to use in estimating a divisional beta, the division's own records can sometimes be used instead. This method is called:

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Real options are generally worth more than their expected NPV impact due to the effect real options have on risk.

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The certainty equivalent factor can take any value:

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Nash, Inc. is looking at a 4-year project that will cost $4 million to initiate. Based on a range of economic forecasts, Nash has forecasted a worst case, best case and most likely case with respect to cash flows that this project will generate and assigned probabilities to these forecasts. The worst case forecast (30% probability) is $1.2 million per year. The best case (20% probability) is $1.8 million per year with an additional $1 million in the fourth year. The most likely forecast (50% probability) is $1.5 million per year with an additional $0.5 million in the fourth year. The cost of capital is 14%. a. What is the NPV ($000) of the worst case scenario? b. What is the NPV ($000) of the best case scenario? c. What is the NPV ($000) of the most likely scenario? d. What should Nash use to approximate the expected NPV ($000) of the project?

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Multidivisional firms are often unable to obtain an appropriate surrogate for determining the beta of a division. An acceptable alternative technique is to develop a beta through the division's accounting records. This is accomplished by:

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A ____ is a course of action that can be made available, usually at a cost, which improves financial results under certain conditions.

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Project A will generate $10,000.00 of revenue next year. Project B will generate $5,000.00 (50% probability) or $15,000.00 (50% probability) of revenue next year. Assuming both projects cost $8,000.00 and have a 10% APR discount rate, which project is preferred by a risk averse manager?

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The probabilities along a path are called ____ probabilities.

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The existence of an abandonment option raises a project's risk.

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A company's cost of capital is the most appropriate discount rate to use when analyzing which type of project(s)?

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In calculating probabilities using a decision tree, which of the following is most correct?

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The technique for incorporating Risk into capital budgeting that involves the use of numbers drawn randomly from probability distributions is called a:

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The ____ makes risky projects less acceptable by simply lowering the cash flow estimates themselves.

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The ____ method consists of regressing historical values of a division's return on equity against the return on a major stock market index.

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