Project L costs $55,000, its expected cash inflows are $10,000 per year for 12 years, and its WACC is 11%. What is the project's payback? Round your answer to two decimal places. ____years
Answer:
Normal Payback period:
Given
Initial cost P=$55000
Annual Cash flow A=$10000
So since in 5 years we can recover $50000(5*10000=50000) so
pay back period = 5+(55000-50000)/1000-=5.5 years
Discounted payback period
Discounted cash flow = CF/(1+WACC)^t
CF= cash flow
WACC=11%
t=year in which cash flow occur
Year | cash flow | discounted cash flow | Cumulative discounted cash flow |
1 | 10000 | 9009.01 | 9009.01 |
2 | 10000 | 8116.22 | 17125.23 |
3 | 10000 | 7311.91 | 24437.15 |
4 | 10000 | 6587.31 | 31024.46 |
5 | 10000 | 5934.51 | 36958.97 |
6 | 10000 | 5346.41 | 42305.38 |
7 | 10000 | 4816.58 | 47121.96 |
8 | 10000 | 4339.26 | 51461.23 |
9 | 10000 | 3909.25 | 55370.48 |
10 | 10000 | 3521.84 | 58892.32 |
11 | 10000 | 3172.83 | 62065.15 |
12 | 10000 | 2858.41 | 64923.56 |
From above table we find that payback period will be between 8
and 9 so
Discounted pay back period =
8+(55000-51461.23)/3909.25=8.91 years
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