Period |
Discounting Factor [1/(1.05^year)] |
Cash Flows |
PV of Cash Flows (discounting factor*cash flow) |
||
A | B | A | B | ||
0 | 1 | -50000 | 10000 | -50000 | 10000 |
1 | 0.952380952 | 40000 | 20000 | 38095.2381 | 19047.61905 |
2 | 0.907029478 | 30000 | 30000 | 27210.8844 | 27210.88435 |
3 | 0.863837599 | 20000 | 40000 | 17276.752 | 34553.50394 |
4 | 0.822702475 | 10000 | -50000 | 8227.02475 | -41135.1237 |
NPV= Sum of PVs |
40809.8992 | 49676.8836 |
In case of undiscounted cash flows, result is same in both the cases.
But, in case of discounted cash flows, the are NOT same. Project B is better, because it has higher Present Value.
The reason for such difference is the difference in the time, when the cash flows are occurred. Value of the Cash Flows in the Initial years is more than that of later years. Therefore, Project B has proved better, because outflow is in last year.
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PICTODEPOO LoL OLULU ILI Save Homework: HW #3 Ch 5 - Online 2020 Score: 0 of...
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