Your firm is considering an investment that will cost $950,000 today. The investment will produce cash flows of $400,000 in year 1, $250,000 in years 2, 3 and 4, $200,000 in year 5 and $250,000 in year 6. The discount rate that your firm uses for projects of this type is 11%. What is the investment's profitability index?
Investment's Profitability Index = Present Value of annual cash inflows / Initial Investment
Year |
Annual Cash inflows |
PVIF at 11% |
Present Value of Annual Cash inflows |
1 |
$4,00,000 |
0.900900 |
$3,60,360 |
2 |
$2,50,000 |
0.811622 |
$2,02,906 |
3 |
$2,50,000 |
0.731191 |
$1,82,798 |
4 |
$2,50,000 |
0.658730 |
$1,64,683 |
5 |
$2,00,000 |
0.593451 |
$1,18,690 |
6 |
$2,50,000 |
0.534640 |
$1,33,660 |
TOTAL |
$11,63,097 |
Investment's Profitability Index = Present Value of annual cash inflows / Initial Investment
= $11,63,097 / $950,000
= 1.22 [Rounded to 2 Decimal Places]
“Hence, Investment's Profitability Index = 1.22”
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