Frye Foods is considering a project that has the following cash flow data. What is the project's IRR? Enter your answer rounded to two decimal places. Do not enter % in the answer box. For example, if your answer is 0.12345 or 12.345% then enter as 12.35 in the answer box. |
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Year: |
0 |
1 |
2 |
3 |
4 |
5 |
||||
Cash flows: |
-$850 |
$325 |
$325 |
$325 |
$325 |
$325 |
Ans : IRR = 26.51 % approximately ( exactly = 26.372 %)
Step 1: Find the present value of cash flows at 25 % rate. | |||
Present value factor (1/(1+rate)^n | Present value factor | Cash flows | Present value |
1/(1.25) | 0.8 | 325 | 260 |
1/(1.25)^2 | 0.64 | 325 | 208 |
1/(1.25)^3 | 0.512 | 325 | 166.4 |
1/(1.25)^4 | 0.4096 | 325 | 133.12 |
1/(1.25)^5 | 0.32768 | 325 | 106.496 |
Present value of cash flows | 874 | ||
Initial investment | 850 | ||
24 | |||
Step 2: Find the present value of cash flows at 30 % rate. | |||
Present value factor (1/(1+rate)^n | Present value factor | Cash flows | Present value |
1/(1.30) | 0.769230769 | 325 | 250.00 |
1/(1.30)^2 | 0.591715976 | 325 | 192.31 |
1/(1.30)^3 | 0.455166136 | 325 | 147.93 |
1/(1.30)^4 | 0.350127797 | 325 | 113.79 |
1/(1.30)^5 | 0.269329074 | 325 | 87.53 |
Present value of cash flows | 792 | ||
Initial investment | 850 | ||
-58 | |||
Step 3. The value at the both rates are subtracted to find the amount at 1% | |||
Difference to get the value zero | -34 | ||
Difference between rate | 5 | ||
difference of value at 1% rate | -6.88476611 | ||
rate to be decreased for value 24 | -3.4859572 | ||
IRR ( 30-3.48) | 26.5140428 |
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