Chapter 10 Questions Question #1Define "mutual exclusivity," and describe ways in which projects can be mutually exclusive. Question #2Capital budgeting is based on the idea of identifying...

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Answer To: Chapter 10 Questions Question #1Define "mutual exclusivity," and describe ways in which projects...

Akshay Kumar answered on Oct 02 2021
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Chapter 10
    Questions
    Question #1    Define "mutual exclusivity," and describe ways in which projects can be mutually exclusive.
    Question #2    Capital budgeting is based on the idea of identifying incremental cash flows, so overheads aren't generally included. Does this practice create a problem for a firm which, over a long period of time, takes on a large number of projects that are just barelty acceptable under capital budgeting rules.
    Question #3    Relate the idea of cost of capital to the opportunity cost concept (pages 233-234). Is the cost of capital the o
pportunity cost of project money?
    Question #7    Suppose the present value of cash ins and cash outs is very close to balanced for a project to build a new $50 million dollar factory, so that the NPV is $25,000. The same company is thinking about buying a new trailer truck for $150,000. The NPV of projected cash flows associated with the truck is also about $25,000. Does this mean that the two projects are comparable? Is one more desirable than the other? If the cash flows have similar risks, are the projects equally risky?
    
    Problems
    Problem #6     Calculate an IRR for the project in problem 2 using an iterative technique.
    Problem #12    Project Alpha requires an initial outlay of $35,000 and results in a single cash inflow of $56,367.50 after five years.
        a. If the cost of capital is 8%, what are Alpha's NPV and PI? Is the Project acceptable under each of these techniques?
        b. What is the project Alpha's IRR? Is it acceptable under iRR?
        c. What are Alpha's NPV and PI if the cost of capital is 12%? Is the project acceptable under that condition?
        d. What is Alpha's payback period? Does packback make much sense for a project like Alpha? Why or Why not?
    Problem #15    Island Airlines, Inc needs to replace a short-haul commuter plane on one of its busier routes. Two aircraft are on the market that satisfy the general requirements of the route. One is more expensive than the other but has better fuel efficiency and load-bearing characteristics, which result in better long-term profitability. The useful life of both planes is expected to be about seven years, after which time both are assumed to have no value. Cash flow projections for the two aircraft follow:
             Low Cost     High Cost
        Initial Cost    $775,000    $950,000
        Cash inflows, years 1 through 7     154,000    176,275
        a. Calculate the payback period for each plane and select the best choice.
        b. Calculate the IRR for each plane and select the best option. Use the fact that all the inflows can be represented by an annuity.
        c. Compare the results of parts (a) and (b). Both should select the sam option, but does one method result in a clearer choice than the other based on the relative sizes of the two packback periods vs the relative sizes of two IRRs.
        d. Calculate the NPV and PI of each project assuming a cost of capital of 6%. Use annuity methods. Which plane is selected by NPV? By PI
        e. Calculate the NPV and PI of each project assuming the following costs of capital: 2%, 4%, 6%, 8%, and 10%. Use annuity methods. Is the same plane selected by NPV and PI at every level of cost of capital? Investigate the relative attractiveness of the two planes for each method.
        f. Use the results of parts (b) and (e) to sketch the NPV profiles of the two proposed planes on the same set of axes. Show the IRRs on the graph. Would NPV and IRR ever give conflicting results? Why?
    Problem #16    Bagel Pantry Inc. is considering two mutually exclusive projects with widely differing lives. The company's cost of capital is 12%. The project cash flows are summarized as follows:
        Project A     Project B
        ($25,000)    ($23,000)
        14,742    6,641
        14,742    6,641
        14,742    6,641
            6,641
            6,641
            6,641
            6,641
            6,641
            6,641
        a. Compare the projects using payback
        b. Compare the projects using NPV
        c. Compare the projects using IRR
        d. Compare the projects using the replacement chain approach.
        e. Compare the projects using EAA method.
        f. Choose a project and justify your choice.
    Problem #25    Cassidy and Sons is reviewing a project with an initial cash outflow of $250,000. An additional $100,000 will have to be invested after the first year, followed by an additional investment of $50,000 at the end of the second year. Beginning at the end of the year 3, the project is expected to generate cash flows of $90,000 per year for the next eight years.
        a. Calculate the project's payback period, IRR, and its NPV and PI at a cost of capital of 8%.
        b. What concerns might Cassidy have regarding this project beyond the financial calculations from part (a).
    Question 1    Mutually Exclusive is a term stating that two or more projects cannot occur at the same time. Example of Projects that can be mutually exclusive - if one of the projects is undertaken, the other one cannot be undertaken. The most common example is when a company has a limited budget and cannot undertake 2 project, due to its initial investment exceeding the capital budget. Here, even if both the projects are profitable, they are mutually exclusive since both of them cannot be undertaken due to budgetary constraints. Another example can be when two projects are such that their cash flows are dependent on each other. The company has to choose one project out of two, since only one of them can be undertaken. A company generally undertakes a project which maximizes the firm's NPV and offers higher profitability.
    Question 2    Yes, this practice does create a major problem in incremental thinking. If everything is viable incrementally, the firm can wind up making no income to support necessary overhead over a long period of...
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