Correct Answer:
A |
B |
C |
D =A*C |
E =B*C |
F =D+E |
|
year |
Cash outflow |
Cash inflow |
PV of $1 @ 14% |
PV of cash outflow |
Pv of cash inflow |
PV of net cash flow |
0 |
$ (9,15,000.00) |
1.0000 |
$ (9,15,000.00) |
$ - |
$ (9,15,000.00) |
|
1 |
$ 2,64,000.00 |
0.8772 |
$ - |
$ 2,31,578.95 |
$ 2,31,578.95 |
|
2 |
$ 2,54,000.00 |
0.7695 |
$ - |
$ 1,95,444.75 |
$ 1,95,444.75 |
|
3 |
$ 2,25,000.00 |
0.6750 |
$ - |
$ 1,51,868.59 |
$ 1,51,868.59 |
|
4 |
$ 2,12,000.00 |
0.5921 |
$ - |
$ 1,25,521.02 |
$ 1,25,521.02 |
|
5 |
$ 2,00,000.00 |
0.5194 |
$ - |
$ 1,03,873.73 |
$ 1,03,873.73 |
|
6 |
$ 1,74,000.00 |
0.4556 |
$ - |
$ 79,272.06 |
$ 79,272.06 |
|
NPV project A |
$ (27,440.90) |
The company should not invest in the project because the net present value of the project after 6 years is less than 0 .
Requirement 2:
A |
B |
C |
D =A*C |
E =B*C |
F =D+E |
|
year |
Cash outflow |
Cash inflow |
PV of $1 @ 24% |
PV of cash outflow |
Pv of cash inflow |
PV of net cash flow |
0 |
$ (9,15,000.00) |
1.0000 |
$ (9,15,000.00) |
$ - |
$ (9,15,000.00) |
|
1 |
$ 2,64,000.00 |
0.8772 |
$ - |
$ 2,31,578.95 |
$ 2,31,578.95 |
|
2 |
$ 2,54,000.00 |
0.7695 |
$ - |
$ 1,95,444.75 |
$ 1,95,444.75 |
|
3 |
$ 2,25,000.00 |
0.6750 |
$ - |
$ 1,51,868.59 |
$ 1,51,868.59 |
|
4 |
$ 2,12,000.00 |
0.5921 |
$ - |
$ 1,25,521.02 |
$ 1,25,521.02 |
|
5 |
$ 2,00,000.00 |
0.5194 |
$ - |
$ 1,03,873.73 |
$ 1,03,873.73 |
|
6 |
$ 1,74,000.00 |
0.4556 |
$ - |
$ 79,272.06 |
$ 79,272.06 |
|
6 |
$ (1,00,000.00) |
0.4556 |
$ (45,558.65) |
$ - |
$ (45,558.65) |
|
7 |
$ 72,000.00 |
0.3996 |
$ - |
$ 28,773.89 |
$ 28,773.89 |
|
7 |
$ 51,000.00 |
0.3996 |
$ - |
$ 20,381.50 |
$ 20,381.50 |
|
NPV project A |
$ (23,844.16) |
The company should not invest in the project as even after refurbishing the machine the net present value @ 14% is less than 0
End of answer.
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