IBM is evaluating a project in Eutopia. The project will create the following cash flows:
Year |
$ |
0 |
-1,330,000 |
1 |
250,000 |
2 |
470,000 |
3 |
450,000 |
4 |
215,000 |
5 |
95,000 |
All cash flows will occur in Eutopia and are expressed in
dollars. In an attempt to improve its economy, the Eutopia’s
government has declared that all cash flows created by a foreign
company are “blocked” and must be reinvested with the government
for one year. The reinvestment rate for these funds is 3.5 percent.
If Anderson uses a required return of 12 percent on this project,
what are the NPV and IRR of the project? Is the IRR you calculated
the MIRR of the project? Why or why not?
Please show all steps for credit.
Calculation of NPV:
(a) | {b) | {c) = (a)*(b) | ||||
Year | Nominal Cash Flow | Working for Effective Cash Flow | Effective Cash Flow | DF Working | Discounting Factor @ 12% | Present Value |
0 | (1,330,000) | (1,330,000) | (1,330,000) | 1 | 1 | (1,330,000.00) |
1 | 250,000 | - | - | 1/1.12^1 | 0.892857143 | - |
2 | 470,000 | 250,000*1.035 | 258,750 | 1/1.12^2 | 0.797193878 | 206,273.92 |
3 | 450,000 | 470,000*1.035 | 486,450 | 1/1.12^3 | 0.711780248 | 346,245.50 |
4 | 215,000 | 450,000*1.035 | 465,750 | 1/1.12^4 | 0.635518078 | 295,992.55 |
5 | 95,000 | 215,000*1.035 | 222,525 | 1/1.12^5 | 0.567426856 | 126,266.66 |
6 | - | 95,000*1.035 | 98,325 | 1/1.12^6 | 0.506631121 | 49,814.50 |
NPV: | (305,406.87) |
.
.
Calculation of IRR:
At IRR,
Present Value of Cash Outflow = Present Value of Cash Inflow
.
IRR of Project :
1,330,000 = 0/(1+IRR)^1 + 258,750/(1+IRR)^2 + 486,450/(1+IRR)^3 + 465,750/(1+IRR)^4 + 222,525/(1+IRR)^5 + 98,325/(1+IRR)^6
Computing for IRR ,
We get IRR = 4%
.
Therefore, IRR of Project is 4%
.
.
Q)Is the IRR you calculated the MIRR of the project?
Ans)No, IRR calculated above is not MIRR of the project.
Reason:
IRR assumes that funds from the project reinvest at the project’s rate of return. MIRR assumes that funds from the project reinvest at the firm’s cost of capital (which is often different from the rate of return of a proposed project).
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