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You invest $17000 in year 0
You invest $17000 in year 0.
Year 1 payout is $3244. Year 2 payout is $6532. Year 3 payout is $5059.
Interest rate is 3% p.a.
What is the future value of the cashflow after 3 years?
Expert Solution
| Future Value | ||||
| Last period= | 3 | |||
| Compounding rate | 3.000% | |||
| Year | 0 | 1 | 2 | 3 |
| Cash flow stream | -17000 | 3244 | 6532 | 5059 |
| Compounding factor | 1.093 | 1.061 | 1.030 | 1.000 |
| Compounded cash flows | -18576.359 | 3441.560 | 6727.960 | 5059.000 |
| FV = Sum of compounded cash flows | ||||
| FV= | -3347.84 | |||
| Where | ||||
| Compunding factor = | (1 + rate)^(Last period-Corresponding period in years) | |||
| Compounded Cashflow= | Cash flow stream*compounding factor |
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