In: Accounting
Joetz Corporation has gathered the following data on a proposed investment project (Ignore income taxes.):
Investment required in equipment | $ | 35,500 | |
Annual cash inflows | $ | 8,200 | |
Salvage value of equipment | $ | 0 | |
Life of the investment | 15 | years | |
Required rate of return | 10 | % | |
The company uses straight-line depreciation on all equipment. Assume cash flows occur uniformly throughout a year except for the initial investment.
Click here to view Exhibit 13B-1 and Exhibit 13B-2, to determine the appropriate discount factor(s) using the tables provided.
The internal rate of return of the investment is closest to:
Multiple Choice:
A) 20%
B) 24%
C) 26%
D) 22%
Calculation of IRR | |||||||
Period | Initial Cost (A) | Cash Inflows{B} | Net Cash Inflows (A-B) | P.V.A.F @ 10% | P.V @ 10% | P.V.A.F @ 25% | P.V @ 25% |
0 | -35,500 | 0 | -35,500 | 1.00000 | -35,500 | 1.00000 | -35,500 |
1-15 | 8200 | 8,200 | 7.60608 | 62,370 | 3.26821 | 26,799 | |
NPV | 26,870 | -8,701 | |||||
IRR= Lower Discount Rate + [ Lower Rate NPV / ( Lower Rate NPV - Higher Rate NPV )]*(Higher Discount Rate-Lower Discount Rate) | |||||||
So By putting figure into this formula IRR is | 21.92% | ||||||
Option D is correct. |