Cash Payback Period = Original Investment / Annual Cash Inflow
Therefore Cash Payback Period = 190300/ 49300 = 3.86
Therefore Cash Flow in 3 years = 49300*3 = 147900
Payback remaining for 4th year = 190300-147900 = 42400
Now, Cash Inflow per month (Assuming that Cash flow per annum is constant) = 49300/12 = 4108.333
Therefore Months requires for Cash flow of remaining 42400 = 42400/4108.333 = 10.32 i.e 11 Months
Therefore Total Cash Payback period = 3 years 11 Months
B)
Annual Rate of Return = Net Income per year / Investment made = 15000/190300*100 = 7.88%
C)
Calculation of Net Present Value
NPV = PV of Cash Inflow - PV of Cash Outflow
Year | Cash Flow | DF @ 12% | Present Value |
1 | 49300 | 0.89286 | 44017.86 |
2 | 49300 | 0.79719 | 39301.66 |
3 | 49300 | 0.71178 | 35090.77 |
4 | 49300 | 0.63552 | 31331.04 |
5 | 49300 | 0.56743 | 27974.14 |
Total | 177715.5 | ||
Initial Investment | 190300 | ||
NPV | -12584.53 |
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