Refer to two projects with the following cash flows:
Year Project A Project B
0 -$120 -$120
1 50 60
2 50 60
3 50 60
4 50
If the opportunity cost of capital is 13%, what is the profitability index for each project? (Round to 4 decimal places.)
Does the profitability index rank the projects A and B correctly?
Profitability Index (PI) for Project-A
Year |
Annual cash inflow ($) |
Present Value factor at 13.00% |
Present Value of Annual cash inflow ($) |
1 |
50.00 |
0.88496 |
44.25 |
2 |
50.00 |
0.78315 |
39.16 |
3 |
50.00 |
0.69305 |
34.65 |
4 |
50.00 |
0.61332 |
30.67 |
TOTAL |
148.72 |
||
The profitability Index (PI) for the Project-A = Present value of annual cash inflows / Initial Investment
= $148.72 / $120
= 1.2394
Profitability Index (PI) for Project-B
Year |
Annual cash inflow ($) |
Present Value factor at 13.00% |
Present Value of Annual cash inflow ($) |
1 |
60.00 |
0.88496 |
53.10 |
2 |
60.00 |
0.78315 |
46.99 |
3 |
60.00 |
0.69305 |
41.58 |
TOTAL |
141.67 |
||
The profitability Index (PI) for the Project-B = Present value of annual cash inflows / Initial Investment
= $141.67 / $120
= 1.1806
NOTE
The formula for calculating the Present Value Inflow Factor (PVIF) is [1 / (1 + r)n], where “r” is the Discount Rate/Cost of capital and “n” is the number of years.
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