Calculation of IRR | |||
Year | Cashflows ($) | Discounting factor @ 11.063% | PV of cashflows |
0 | -760600 | 1 | -760600.00 |
1 | 237600 | 0.900389869 | 213932.63 |
2 | 237600 | 0.810701916 | 192622.78 |
3 | 237600 | 0.729947792 | 173435.60 |
4 | 274800 | 0.657237596 | 180608.89 |
NPV | 0 | ||
We know that IRR is the rate at which NPV of the project is 0. By trial and error method we guessed the IRR of project to be 11.063%. So the IRR is 11.063% as the NPV is zero at that rate (see the table above). | |||
Answer: 11.06% (Option B) |
3 SDI 2020 Saved Help Save & Exit Submit W A project will generate annual cash...
A project will generate annual cash flows of $237,600 for each of the next three years, and a cash flow of $274,800 during the fourth year. The initial cost of the project is $748,600. What is the internal rate of return of this project? Multiple Choice 10.49% 12.78% To o o o o 11.80% 9.83% 11.14
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