Iggy Company is considering three capital expenditure projects.
Relevant data for the projects are as follows.
Project | Investment | Annual Income |
Life of Project |
||||
22A | $242,200 | $16,890 | 6 years | ||||
23A | 271,500 | 20,710 | 9 years | ||||
24A | 283,000 | 15,700 | 7 years |
Annual income is constant over the life of the project. Each
project is expected to have zero salvage value at the end of the
project. Iggy Company uses the straight-line method of
depreciation.
Click here to view PV table.
(a)
Determine the internal rate of return for each project.
(Round answers 0 decimal places, e.g. 10. For
calculation purposes, use 5 decimal places as displayed in the
factor table provided.)
Project | Internal Rate of Return |
||
22A | % | ||
23A | % | ||
24A | % |
(b)
If Iggy Company’s required rate of return is 11%, which projects
are acceptable?
The following project(s) are acceptable 23A22A and 24A24A22A, 23A and 24A22A and 23A23A and 24A22A |
A)
Answer | ||
Project | Internal rate of return | |
22A | 11% | |
23A | 12% | |
24A | 9% | |
Project 22A and 23A are acceptable |
Workings: | ||
Project 22 A | ||
Investment cost | 242200 | |
Divide by annual cash flows | 57257 | 16890+(242200/6) |
PV factor for internal rate of return | 4.23008 | |
The PV Factor 4.23008 for 6 years is closest to 11% | ||
Internal rate of return = 11% |
Project 23 A | ||
Investment cost | 271500 | |
Divide by annual cash flows | 50877 | 20710+(271500/9) |
PV factor for internal rate of return | 5.33643 | |
The PV Factor 5.33643 for 9 years is closest to 12% | ||
Internal rate of return = 12% |
Project 24 A | ||
Investment cost | 283000 | |
Divide by annual cash flows | 56129 | 56128.57143 |
PV factor for internal rate of return | 5.042 | |
The PV Factor 5.0420 for 7 years is closest to 9% | ||
Internal rate of return = 9% |
B) | Project 22A and 23A are acceptable |
Iggy Company is considering three capital expenditure projects. Relevant data for the projects are as follows....
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