Question

5. The NPV and payback period Aa Aa What information does the payback period provide? Suppose you are evaluating a project with the expected future cash inflows shown in the following table. Your boss has asked you to calculate the projects net present value (NPV). You dont know the projects initial cost, but you do know the projects regular, or conventional, payback period is 2.50 years. If the projects weighted average cost of capital (WACC) is 790, the projects NPV (rounded to the nearest dollar) is: Year Cash Flow Year $375,000 Year 2 $500,000 Year 3 $425,000 Year 4 $500,000 O $470,867 O $513,673 O $428,061 O $492,270 Which of the following statements indicate a disadvantage of using the regular payback period (not the discounted payback period) for capital budgeting decisions? Check all that apply. The payback period does not take the time value of money into account. The payback period is calculated using net income instead of cash flows. The payback period does not take the projects entire life into account.The decision process Before making capital budgeting decisions, finance professionals often generate, review, analyze, select, and implement long-term investment proposals that meet firm-specific criteria and are consistent with the firms strategic goals. Companies often use several methods to evaluate the projects cash flows and each of them has its benefits and disadvantages. Based on your understanding of the capital budgeting evaluation methods, which of the following conclusions about capital budgeting are valid? Check all that apply. Managers have been slow to adopt the IRR, because percentage returns are a harder concept for them to grasp The NPV shows how much value the company is creating for its shareholders. For most firms, the reinvestment rate assumption in the MIRR is more realistic than the assumption in the IRR. is the single best method to use when making capital budgeting decisions IRR NPV

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Answer #1

Net Present Value (NPV) of the Project

The Net Present Value of the Project = Present Value of annual cash inflows – Initial Investments

Present Value of annual cash inflows

Year

Net Cash Flow

($)

Present Value factor at 7%

Present Value of Cash Flow ($)

1

3,75,000

0.93458

3,50,467

2

5,00,000

0.87344

4,36,719

3

4,25,000

0.81630

3,46,927

4

5,00,000

0.76290

3,81,448

TOTAL

$ 15,15,561

Initial Investment

The payback period is the number of years taken to recover the initial investments of the project. Here the payback period of the project is 2.50 years given, therefore, we can determine the amount of initial investments of the project

Initial Investment of the Project = $375,000 + $500,000 + ($425,000 x 0.50)

= $375,000 + $500,000 + $212,500

= $10,87,500

Therefore, the Net Present Value of the Project = Present Value of annual cash inflows – Initial Investments

= $ 15,15,561 - $10,87,500

= $4,28,061

“The Net Present Value (NPV) of the Project = $4,28,061”

The following are the correct statements which indicates the disadvantage of using the regular payback period for capital budgeting decisions

-The payback period does not take the time value of money into the account

-The payback period does not take the project’s entire life into account

The Decision Process

The NPV shows how much value the company is creating for its shareholders

“NPV” is the single best method to use when making capital budgeting process

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