For finding a discounted payback period we need to find the present value of future revenue and then find Cumulative cash flow (CCF), we need to find the year in which CCF turns positive
We will use formula P = F/(1+i)^t to find the present value of future cash flows
Discounted payback period = Year bef CCF turns positive + (Absolute value of CCF bef it turns positive/Present value of cash flow in the year in which CCF turns positive)
year | Net cash Flow | Discount factor | Present value | Cumulative Cash flow |
0 | -275000 | 1.00000 | -2,75,000.00 | -2,75,000.00 |
1 | -35000 | 0.92593 | -32,407.41 | -3,07,407.41 |
2 | 100000 | 0.85734 | 85,733.88 | -2,21,673.53 |
3 | 125000 | 0.79383 | 99,229.03 | -1,22,444.50 |
4 | 150000 | 0.73503 | 1,10,254.48 | -12,190.02 |
5 | 250000 | 0.68058 | 1,70,145.80 | 1,57,955.78 |
6 | 300000 | 0.63017 | 1,89,050.89 | 3,47,006.67 |
Discounted payback period = 4 + 12190.02 / 170145.80 = 4+0.0716 = 4.07 yrs
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