A project has the following total (or net) cash flows.
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Year Total (or net) cash flow
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1 $50,000
2 70,000
3 80,000
4 100,000
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The required rate of return on the project is 13 percent. The
initial investment (or initial cost or initial outlay) of the
project is $100,000.
a) Find the (regular) payback period of the project.
b) Compute the discounted payback period of the project.
pay back period is timee in which we receive our investment
investment is 100000
year | cash flows | cumulative cash flows | discount factor @13% | dcf | cumulative dcf |
1 | 50000 | 50000 | 0.8849 | 44245 | 44245 |
2 | 70000 | 120000 | 0.7831 | 54817 | 93972 |
3 | 80000 | 200000 | 0.693 | 55440 | 138600 |
4 | 100000 | 300000 | 0.6133 | 61330 | 183990 |
calculation of payback period
in year 1 we recover 50000 and we are going to recover 50000 in year 2
= 1+50000/70000 =1.7142 years
calculation of disounted payback period
= 2+6028/55440 =2.1087 years
pay back period do not take time value of money where as discounted pay back uses time value of money
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