Profitability Index = Present Value of Future Cash Flows ÷ Initial Investment
Initial Investment = $24,000
Present Value of Future Cash Flows
Year |
Cash Flows In $ |
Present value factor @ 10% |
Present Value |
(I) |
(II) |
(III) |
(II) * (III) |
1 |
$12,000 |
0.9091 |
$10,909.20 |
2 |
$10,000 |
0.8264 |
$8,264.00 |
3 |
$11,000 |
0.7513 |
$8,264.30 |
4 |
$10,600 |
0.6830 |
$7,239.80 |
Present Value of the future Cash inflows |
$34,677.30 |
Profitability Index = $34,677.30 ÷ $24,000
=1.44
Profitability Index = Present Value of Future Cash Flows ÷ Initial Investment
Initial Investment = $44,000
Present Value of Future Cash Flows
Year |
Cash Flows In $ |
Present value factor @ 10% |
Present Value |
(I) |
(II) |
(III) |
(II) * (III) |
1 |
$22,000 |
0.9091 |
$20,000.20 |
2 |
$15,000 |
0.8264 |
$12,396.00 |
3 |
$16,000 |
0.7513 |
$12,020.80 |
4 |
$18,000 |
0.6830 |
$12,294.00 |
Present Value of the future Cash inflows |
$56,711.00 |
Profitability Index = $56,711 ÷ $44,000
=1.29
Decision Rule
IF |
Decision |
Profitability Index > 1 |
Accept the Project |
Profitability Index < 1 |
Reject the project |
In the given case both project is having Profitability Index > 1, which mean both project can be accepted. Since project A Profitability Index higher than project B, so we prefer project A.
Profitability Index is higher the better.
Note:
Calculation of Present value Factor
Discount Factor = 1/ (1+R) N
R = Discount Rate (i.e. = 10%)
N = No of years
E.g. for year 2 Discount Factor = 1/ (1.10)2
= 1/ (1.10) (1.10)
= 0.8264
You are asked to evaluate the following two projects for the Norton corporation. Use a discount...
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