Year Investment Projected Cash Inflow Projected Cash Outflow
($000) ($000) ($000)
2015 $ 18,546
2016 $44,550 $52,250
2017 $54,256 $54,892
2018 $62,025 $58,000
2019 $68,000 $61,258
2020 $74,555 $66,598
2021 $78,562 $71,964
2022 $82,365 $77,125
2023 $86,879 $83,124
2024 $90,125 $88,654
2025 $96,526 $92,000
NPV =
IRR =
How do you solve this with a calculator?
Year | Investment | Projected cash inflow | Projected cash outflow | Net cash flow | PV @ 12.5% | PV of cash flows |
2015 | 18546 | -18546 | 1 | -18546 | ||
2016 | 44550 | 52250 | -7700 | 0.888 | -6837.60 | |
2017 | 54256 | 54892 | -636 | 0.79 | -502.44 | |
2018 | 62025 | 58000 | 4025 | 0.702 | 2825.55 | |
2019 | 68000 | 61258 | 6742 | 0.624 | 4207.01 | |
2020 | 74555 | 66598 | 7957 | 0.555 | 4416.14 | |
2021 | 78562 | 71964 | 6598 | 0.493 | 3252.81 | |
2022 | 82365 | 77125 | 5240 | 0.439 | 2300.36 | |
2023 | 86879 | 83124 | 3755 | 0.389 | 1460.70 | |
2024 | 90125 | 88654 | 1471 | 0.346 | 508.97 | |
2025 | 96526 | 92000 | 4526 | 0.308 | 1394.01 | |
NPV | -5520.50 |
IRR be calculated using Interpolation method or by using Trial or error method
By using that technique, IRR = 7.56%
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