IRR Applicability For what range of possible interest rates would you want to use IRR to choose between these two projects? For what range of rates would you NOT want to use IRR?
|
Time |
Project A Cash Flow |
Project B Cash Flow |
|---|---|---|
|
0 |
–$725 |
–$850 |
|
1 |
100 |
200 |
|
2 |
250 |
200 |
|
3 |
250 |
200 |
|
4 |
200 |
200 |
|
5 |
100 |
200 |
|
6 |
100 |
200 |
|
7 |
100 |
200 |
| Rate | NPV (A) | NPV (B) |
| 2% | $300.11 | $444.40 |
| 4% | $232.72 | $350.41 |
| 6% | $171.89 | $266.48 |
| 8% | $116.82 | $191.27 |
| 10% | $66.81 | $123.68 |
| 12% | $21.27 | $62.75 |
| 14% | ($20.30) | $7.66 |
| 16% | ($58.34) | ($42.29) |
| 18% | ($93.25) | ($87.69) |
| 19.17% | ($112.28) | ($112.28) |
| 20% | ($125.34) | ($129.08) |
Calculate NPV for a range of rates as shown in the table above.
Secondly, IRR can be calculated using the same function in excel or calculator given the cash flows.
IRR for A = 13.00% and IRR for B = 14.29%
As IRR for B is higher, select Project B.
However, as you can see after the crossover rate (19.17%), NPV for A is higher than NPV for B.
Hence, if the interest rate is below 19.17%, use IRR method because IRR and NPV leads to the same outcome. However, after the crossover rate, use NPV method.
IRR Applicability For what range of possible interest rates would you want to use IRR to...
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b1.
Assume the required return is 11 percent. what is the NPV for each
of these projects?
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If the projects were independent, which project(s) would be
accepted according to the IRR method?
a) Neither
b) Project A
c) Project B
d) Both Projects A or B
If the projects were mutually exclusive, which project(s) would
be accepted according to the IRR method?
a) Neither
b) Project A
c) Project B
d) Both Projects A or B
The reason is
a) TheNPV and IRR approaches use the same reinvestment rate
assumption and so both approaches reach the same...