Consider the following two mutually exclusive alternatives for reclaiming a deteriorating inner-city neighborhood (one of them must be chosen). Notice that the IRR for both alternatives is 27.18%.
a. If MARR is 15% per year, which alternative is better?
b. What is the IRR on the incremental cash flow [i.e.,Upper Δ(Y−X)]?
c. If the MARR is 27.5% per year, which alternative is better?
d. What is the simple payback period for each alternative?
EOY | x | y |
0 | -$100,000 | -$100,000 |
1 | $45,000 | $0 |
2 | $49,000 | $0 |
3 | $70,606 | $205,711 |
IRR | 27.18% | 27.18% |
a. The PW of the alternative X is $________(Round to the nearest hundreds.)
The PW of the alternative Y is $__________(Round to the nearest hundreds.)
Which alternative is better? Choose the correct answer below.
Alternative Y or Alternative X
b. The IRR on the incremental cash flow is ________%.(Round to two decimal places.)
c. The PW of the alternative X is $_____________. (Round to the nearest dollar.)
The PW of the alternative Y is $_____________.(Round to the nearest dollar.)
Which alternative is better? Choose the correct answer below.
Alternative Y or Alternative X
d. The simple payback for the alternative X is ___ years. (Round up to the nearest whole number.)
The simple payback for the alternative Y is ___ years. (Round up to the nearest whole number.)
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