Exam 13: Dealing With Project Risk and Other Topics in Capital Budgeting
Exam 1: Overview of Corporate Finance169 Questions
Exam 2: Financial Statements, Cash Flows, and Taxes159 Questions
Exam 3: Financial Statement Analysis122 Questions
Exam 4: Financial Planning and Forecasting115 Questions
Exam 5: Financial Markets, Institutions, and Securities109 Questions
Exam 6: Time Value of Money132 Questions
Exam 7: Risk and Return148 Questions
Exam 8: Valuation of Financial Securities228 Questions
Exam 9: The Cost of Capital138 Questions
Exam 10: Leverage and Capital Structure168 Questions
Exam 11: Dividend Policy114 Questions
Exam 12: Capital Budgeting: Principles and Techniques164 Questions
Exam 13: Dealing With Project Risk and Other Topics in Capital Budgeting76 Questions
Exam 14: Working Capital and Management of Current Assets273 Questions
Exam 15: Management of Current Liabilities128 Questions
Exam 16: Lease Financing: Concepts and Techniques166 Questions
Exam 17: Corporate Securities, Derivatives, and Swaps143 Questions
Exam 18: Mergers and Acquisitions, and Business Failure118 Questions
Exam 19: International Corporate Finance78 Questions
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__________measure(s) the risk of a capital budgeting project by estimating the NPVs associated with the optimistic, most likely, and pessimistic cash flow estimates.
(Multiple Choice)
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The danger that an unexpected change in the exchange rate between the dollar and the currency in which a project's cash flows are denominated can increase the market value of that project's cash flow.
(True/False)
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The beta of the risk free asset is___________; the beta of the market index is ___________
(Multiple Choice)
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Forecasting the future can be done with relative certainty if a person makes the effort.
(True/False)
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A firm is evaluating the relative riskiness of two capital budgeting projects. The following table summarizes the net present values and associated probabilities for various outcomes for the two projects.
Probability Project A Project B 0.25 -\ 5,000 0 0.50 4,000 \ 2,000 0.25 10,000 8,000
-The two projects can best be characterized relative to one another by the statement,13.2)
(Multiple Choice)
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In the case of unequal-lived, mutually exclusive projects, the use of net present value to select the better project could result in an incorrect decision.
(True/False)
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The incremental cost of a project is known with virtual certainty since the cash flow occurs now, at time 0.
(True/False)
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When comparing mutually exclusive projects using the ANPV approach, you would
(Multiple Choice)
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A corporation is assessing the risk of two capital budgeting proposals. The financial analysts have developed pessimistic, most likely, and optimistic estimates of the annual cash inflows which are given in the following table. The firm's cost of capital is 10 percent.
Project A Initial Investment Annual cash inflow Outcome \ 20,000 \ 5,000 Pessimistic 10,000 Most likely 15,000 Optimistic Project B Initial Investment Annual cash inflow Outcome \1 00,000 \ 20,000 Pessimistic 40,000 Most likely 100,000 Optimistic
-The range of the annual cash inflows for Project A is_________
(Multiple Choice)
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A firm is considering investment in a capital project which is described below. The firm's cost of capital is 18 percent and the riskfree rate is 6 percent. The project has a risk index of 1.5. The firm uses the following equation to determine the risk adjusted discount rate, RADR, for each project: RADR = Rf + Risk Index (Cost of capital - Rf)
Probability Project A Project B 0.25 -\ 5,000 0 0.50 4,000 \ 2,000 0.25 10,000 8,000
-The net present value without adjusting the discount rate for risk is _
(Multiple Choice)
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The theoretical basis from which the concept of risk-adjusted discount rates is derived is
(Multiple Choice)
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When unequal-lived projects are independent, the length of the projects' lives is not critical.
(True/False)
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The amount by which the required discount rate exceeds the risk-free rate is called
(Multiple Choice)
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A firm is evaluating the relative riskiness of two capital budgeting projects. The following table summarizes the net present values and associated probabilities for various outcomes for the two projects.
Probability Project A Project B 0.25 -\ 5,000 0 0.50 4,000 \ 2,000 0.25 10,000 8,000
-The firm should
(Multiple Choice)
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In CAPM, the required return is calculated by adding the risk free rate to beta multiplied by the market risk premium.
(True/False)
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The higher the risk of a project, the higher its risk-adjusted discount rate and thus the lower the net present value for a given stream of cash inflows.
(True/False)
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