In: Finance
Modified Internal Rate of Return can be calculated as nth root of (Future cash flow /Out flow of the project) - 1
Out Flow of the project = $263,400
Future value of cash flows = $689,791.1 (Note 1)
n = number of periods = 6 years
MIRR = 6th root of ($688,791.1 / $263,400) - 1
= 6th root of 2.615 - 1
= 1.173758 - 1
= 17.38%
MIRR on this project = 17.4%
Note 1: | |||
Year | Cash Flows | Interest rate @12% (1+12%)^n | Future Value |
1 | 85000 | 1.762341683 | 149799 |
2 | 85000 | 1.57351936 | 133749.1 |
3 | 85000 | 1.404928 | 119418.9 |
4 | 85000 | 1.2544 | 106624 |
5 | 85000 | 1.12 | 95200 |
6 | 85000 | 1 | 85000 |
Future value of cash flows | 689791.1 |
Y1: n= 5 for year 1 as cash flows earn interest for 5 years
Y2: n= 4 for year 2 as cash flows earn interest for 4 years
Y3: n= 3 for year 3 as cash flows earn interest for 3 years
Y4: n= 2 for year 4 as cash flows earn interest for 2 years
Y5: n= 1 for year 5 as cash flows earn interest for 1 years
Y6: n= 0 for year 6 as cash flows earn interest for 0 years