In: Accounting
The following data pertain to an investment project: Investment required $1,869,420 Annual savings $330,900 Life of project 10 years The internal rate of return for this project is _______. You must enter your answer in the following format: xx%
IRR refers to the rate where cash outflows will be equal to PV of all inflows.
IRR can be calculated with help of Excel function IRR as below:
Function = IRR(Value 0,value 1,value 2.....Value n)
As with given cash flows IRR will be : 12.00312%
Period | Cash flows |
0 | -18,69,420.00 |
1 | 3,30,900.00 |
2 | 3,30,900.00 |
3 | 3,30,900.00 |
4 | 3,30,900.00 |
5 | 3,30,900.00 |
6 | 3,30,900.00 |
7 | 3,30,900.00 |
8 | 3,30,900.00 |
9 | 3,30,900.00 |
10 | 3,30,900.00 |
Same be can be checked as below :
Period | Cash flows |
PV OF Cash flows @ 12.00312% Cash Flow / (1+12.00312%)^Period |
0 | -18,69,420.00 | -18,69,420.00 |
1 | 3,30,900.00 | ₹ 2,95,438.20 |
2 | 3,30,900.00 | ₹ 2,63,776.76 |
3 | 3,30,900.00 | ₹ 2,35,508.40 |
4 | 3,30,900.00 | ₹ 2,10,269.50 |
5 | 3,30,900.00 | ₹ 1,87,735.40 |
6 | 3,30,900.00 | ₹ 1,67,616.22 |
7 | 3,30,900.00 | ₹ 1,49,653.17 |
8 | 3,30,900.00 | ₹ 1,33,615.18 |
9 | 3,30,900.00 | ₹ 1,19,295.94 |
10 | 3,30,900.00 | ₹ 1,06,511.27 |
Total | 0.0 |