In: Finance
A firm evaluates all of its projects by applying the NPV decision rule. A project under consideration has the following cash flows: |
Year | Cash Flow | ||
0 | –$ | 28,600 | |
1 | 12,600 | ||
2 | 15,600 | ||
3 | 11,600 | ||
What is the NPV for the project if the required return is 11 percent? (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)
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CALCULATION OF THE PRESENT VALUE OF THE CASH FLOW | ||||||
INTEREST RATE @ 11%; So Discounting factor is also 11% | ||||||
Year | Cash Flow | PVF of $ 1 @11% | Present Value (Cash Flow X PVF ) | |||
0 | $ -28,600.00 | 1.0000 | $ -28,600.00 | |||
1 | $ 12,600 | 0.9009 | $ 11,351.35 | |||
2 | $ 15,600 | 0.8116 | $ 12,661.31 | |||
3 | $ 11,600 | 0.7312 | $ 8,481.82 | |||
Total Present Value | $ 3,894.48 | |||||
Net present Value of the Project @ 11% = | $ 3,894.48 | |||||
Net present value is the positive so the Firm should accept this project. | ||||||
Should Firm Accept the Project = Yes | ||||||
CALCULATION OF THE PRESENT VALUE OF THE CASH FLOW | ||||||
INTEREST RATE @ 25%; So Discounting factor is also 25% | ||||||
Year | Cash Flow | PVF of $ 1 @25% | Present Value (Cash Flow X PVF ) | |||
0 | $ -28,600.00 | 1.0000 | $ -28,600.00 | |||
1 | $ 12,600 | 0.8000 | $ 10,080.00 | |||
2 | $ 15,600 | 0.6400 | $ 9,984.00 | |||
3 | $ 11,600 | 0.5120 | $ 5,939.20 | |||
Total Present Value | $ -2,596.80 | |||||
Net present Value of the Project @ 25% = | $ -2,596.80 | |||||
Net present value is the Negative so the Firm should not accept this project. | ||||||
Should Firm Accept the Project = No | ||||||