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Ans: The NPV is $26,479, the IRR is 16.7% Dr Yuann |
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| NPV= PV of Inflows - PV of Outflows | |||||
| PV of Outlows= $ 100000 * 1 | 100000 | ||||
| PV of Inflows: | |||||
| Year | Inflows | PVF @ 8 % | PVAF | ||
| 1 | $ 24,000.00 | 0.9259 | $ 22,221.60 | ||
| 2 | $ 27,600.00 | 0.85733 | $ 23,662.31 | ||
| 3 | $ 31,740.00 | 0.79383 | $ 25,196.16 | ||
| 4 | $ 36,501.00 | 0.73503 | $ 26,829.33 | ||
| 5 | $ 41,976.15 | 0.68058 | $ 28,568.13 | ||
| 6 | $ 48,272.57 | 0.63017 | $ 30,419.93 | ||
| Total | $ 156,897.46 | ||||
| NPV | |||||
| ($ 126479 - $ 100000) | $ 26,479.00 | ||||
| IRR= That rate where PV of Inflows - PV of Autflows | |||||
| PV of Inflows: | |||||
| Year | Inflows | PVF @ 8 % | PVAF | PVF @ 16 % | PVAF |
| 1 | $ 24,000.00 | 0.9259 | $ 22,221.60 | 0.8621 | $ 20,690.40 |
| 2 | $ 27,600.00 | 0.85733 | $ 23,662.31 | 0.7432 | $ 20,512.32 |
| 3 | $ 31,740.00 | 0.79383 | $ 25,196.16 | 0.64066 | $ 20,334.55 |
| 4 | $ 36,501.00 | 0.73503 | $ 26,829.33 | 0.55229 | $ 20,159.14 |
| 5 | $ 41,976.15 | 0.68058 | $ 28,568.13 | 0.47611 | $ 19,985.26 |
| 6 | $ 48,272.57 | 0.63017 | $ 30,419.93 | 0.41044 | $ 19,812.99 |
| Total | $ 156,897.46 | $ 121,494.66 | |||
| IRR = 16. 7 % |
Option E is correct
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