A project has the following cash flows for years 1 through 3 respectively: 1,518, 1,850, 1,321. Using a discount rate of 8.9 percent, it has been determined that the profitability index is 0.91. What must the project's initial cost be? (Enter absolute value of the initial cost.)
profitability index = Present Value of cash Inflows / Present Value of cash Outflows
0.91= $ 3,976.78 / Present Value of cash Outflows
or Present Value of cash Outflows = $ 3,976.78 / 0.91
= $ 4,370.087912
= $ 4,370
Hence the correct answer is $ 4,370
Note :
Present Value of cash Inflows =
= $ 1,518 * 1/(1.089) ^ 1 + $ 1,850 * 1/(1.089) ^ 2 + $ 1,321 * 1/(1.089) ^ 3
= $ 3,976.78
A project has the following cash flows for years 1 through 3 respectively: 1,518, 1,850, 1,321....
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A project has cash flows of -$125,500, $60,800, $62,300 and $75,000 for years 0 to 3, respectively. The required rate of return is 10.0 percent. What is the profitability index? DO NOT USE DOLLAR SIGNS OR COMMAS IN YOUR ANSWER. ENTER YOUR ANSWER TO TWO DECIMAL PLACES (e.g. 25.75).
A project with an initial cost of $30,000 is expected to provide cash flows of $9,900, $11,100, $14,200, and $8,700 over the next four years, respectively. If the required return is 8.5 percent, what is the project's profitability index? Multiple Choice .999 1198 1.098 .835 1.348
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