Exam 5: Net Present Value and Other Investment Rules

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An investment has the following cash flows. Should the project be accepted if it has been assigned a required return of 9.5%? Why or why not? An investment has the following cash flows. Should the project be accepted if it has been assigned a required return of 9.5%? Why or why not?

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An investment cost $12,000 with expected cash flows of $4,000 for 4 years. The discount rate is 15.2382%. The NPV is ______ and the IRR is ______ for the project.

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You are analyzing two mutually exclusive projects and have developed the following information. What is the incremental IRR? You are analyzing two mutually exclusive projects and have developed the following information. What is the incremental IRR?

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What is the net present value of a project that has an initial cash outflow of $12,670 and the following cash inflows? The required return is 11.5%. What is the net present value of a project that has an initial cash outflow of $12,670 and the following cash inflows? The required return is 11.5%.

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A mutually exclusive project is a project whose:

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Analysis using the profitability index:

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You are considering an investment with the following cash flows. If the required rate of return for this investment is 13.5%,should you accept it based solely on the internal rate of return rule? Why or why not? You are considering an investment with the following cash flows. If the required rate of return for this investment is 13.5%,should you accept it based solely on the internal rate of return rule? Why or why not?

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An investment with an initial cost of $15,000 produces cash flows of $5,000 annually for 5 years. If the cash flow is evenly spread out over the year and the firm can borrow at 10%,the discounted payback period is _____ years.

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The discount rate that makes the net present value of an investment exactly equal to zero is called the:

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When two projects both require the total use of the same limited economic resource,the projects are generally considered to be:

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The internal rate of return is:

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The payback period rule accepts all investment projects in which the payback period for the cash flows is:

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Net present value:

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The payback period rule:

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Modified internal rate of return:

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The Walker Landscaping Company can purchase a piece of equipment for $3,600. The asset has a two-year life,and will produce a cash flow of $600 in the first year and $4,200 in the second year. The interest rate is 15%. Calculate the project's payback assuming steady cash flows. Also calculate the project's IRR. Should the project be taken? Check your answer by computing the project's NPV.

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In actual practice,managers may use the: I. IRR because the results are easy to communicate and understand. II) payback because of its simplicity. III) net present value because it is considered by many to be the best method of analysis.

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The difference between the present value of an investment and its cost is the:

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You are considering the following two mutually exclusive projects. Both projects will be depreciated using straight-line depreciation to a zero book value over the life of the project. Neither project has any salvage value. You are considering the following two mutually exclusive projects. Both projects will be depreciated using straight-line depreciation to a zero book value over the life of the project. Neither project has any salvage value.   Required rate of return 10% 13% Required payback period 2.0 years 2.0 years Based on the net present value method of analysis and given the information in the problem,you should: Required rate of return 10% 13% Required payback period 2.0 years 2.0 years Based on the net present value method of analysis and given the information in the problem,you should:

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If a project has a net present value equal to zero,then: I. the present value of the cash inflows exceeds the initial cost of the project. II) the project produces a rate of return that just equals the rate required to accept the project. III) the project is expected to produce only the minimally required cash inflows. IV) any delay in receiving the projected cash inflows will cause the project to have a negative net present value.

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