The table below gives the cash flows for a project that last four years. This discount rate is 8.9%
Time |
Cash Flow |
PV(CF) |
0 |
-192,100 |
a |
1 |
32,300 |
b |
2 |
50,600 |
c |
3 |
73,200 |
d |
4 |
92,200 |
e |
What is the NPV of the project?
What is the IRR of the project?
What is the Profitability Index of the project?
NPV = sum of present value of cash flows - initial investment or cash flow at year 0
sum of present value of cash flows = year 1 cash flow/(1+discount rate) + year 2 cash flow/(1+discount rate)2 .... + year 4 cash flow/(1+discount rate)4
IRR is the internal rate of return at which present value of cash flows are equal to initial investment or cash flow at year 0.
initial investment = year 1 cash flow/(1+IRR) + year 2 cash flow/(1+IRR)2 .... + year 4 cash flow/(1+IRR)4
Profitability Index = sum of present value of cash flows/initial investment
Discount rate | 8.90% | |
Time | Cash Flow | PV(CF) |
0 | -192,100 | -192,100.00 |
1 | 32,300 | 29,660.24 |
2 | 50,600 | 42,667.26 |
3 | 73,200 | 56,679.69 |
4 | 92,200 | 65,557.05 |
NPV | 2,464.24 | 2,464.24 |
IRR | 9.40% | |
Profitability index | 1.01 |
Calculations
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