Please answer in step-by-step detail. Thanks!
1: We determine the present value of cash flows as CF/(1+r)^n, then add them up to arrive at the present value of the cash flows.
Value at the end of 2019= 820036.49 (As per spreadsheet below)
Year | N | Cash flows | PV of cash flows |
2020 | 1 | 110000 | 102803.74 |
2021 | 2 | 120000 | 104812.65 |
2022 | 3 | 130000 | 106118.72 |
2023 | 4 | 150000 | 114434.28 |
2024 | 5 | 160000 | 114077.79 |
2025 | 6 | 150000 | 99951.33 |
2026 | 7 | 90000 | 43349.26 |
2027 | 8 | 90000 | 39053.38 |
2028 | 9 | 90000 | 35183.23 |
2029 | 10 | 90000 | 31696.60 |
2030 | 11 | 90000 | 28555.50 |
Value at the end of 2019 | 820036.49 |
2: The project will not be accepted since its PV is lesser than $860,000
3: Interest rate risk is the risk that the interest rate may not be as estimated by the management. It may be greater than that in which case the present value will be even lower. If it is lower than that, the PV may be higher in which case the project may have a value of more than $860,000 and in that case it will be wrong to reject the project.
WORKINGS
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