In: Finance
1.
a)
As the NPV of the Project is Negative, you should not buy the project.
b) The expected return is the IRR of the project.
Hence, the expected return of the project is 10.92%
2.
Year | Cash Flow | Present Value (Cash Flow/1.12^year) | Present Value (Cash Flow/1.10^year) | Present Value (Cash Flow/1.15^year) |
0 | (28,000.00) | (28,000.00) | (28,000.00) | (28,000.00) |
1 | 4,500.00 | 4,017.86 | 4,090.91 | 3,913.04 |
2 | 5,000.00 | 3,985.97 | 4,132.23 | 3,780.72 |
3 | 6,000.00 | 4,270.68 | 4,507.89 | 3,945.10 |
4 | 3,000.00 | 1,906.55 | 2,049.04 | 1,715.26 |
5 | 8,000.00 | 4,539.41 | 4,967.37 | 3,977.41 |
6 | 20,000.00 | 10,132.62 | 11,289.48 | 8,646.55 |
NPV (Total) | 853.10 | 3,036.92 | (2,021.92) |
Hence NPV of the project would be $853.10, $3036.82 and -$2021.91 if the required rate of return would be 12%, 10% and 15% respectively.