|
Investment analysis
The Cash flow form can be used to analyze investments that involve uneven
cash flows using the following functions:
-
IRR: Internal Rate of Return- the interest rate at which the
net present value of the cash flows is 0. For 'conventional'
investments the investment is attractive if IRR is positive.
-
NPV: Net Present Value- the present value of a series of cash
flows plus the initial investment cost, calculated for a specific interest
rate.
-
NFV: Net Future value - the future value of a series of cash
flows, calculated using the NPV.
-
NUS: Net Uniform Series - the amount that is equivalent to the
series of cash flows having a PV equivalent to the NPV.
-
TOTAL: Total of the cash flows.
To perform cash flow calculations
-
Verify/set the number of Payments per year (usually set to 1).
-
Verify/set Annual interest rate.
-
Enter the cash flow entries as outlined below. Payments you make are
negative, money you receive is positive.
-
Evaluate IRR, NPV, NFV, NUS and TOTAL by tapping their respective buttons.
Entering the initial cash flow
Entering subsequent cash flows
-
Enter the cash flow amount into the Amount field.
-
If this value occurs multiple times enter the number of occurrences
into the N field.
-
Tap the Insert button. Repeat these steps for remaining cash
flows.
Conventional investment criteria:
-
Initial cash flow is negative
-
Some cash flows are positive
-
Cash flow sequence changes sign only once
-
The sum (TOTAL) of the cash flows is positive.
Example: To calculate the yearly IRR for an investment in a new
factory with the following data: Initial Investment: 17 million; Useful
Life:8 years;Yearly factory revenues: 2.8 million
-
Enter 1 into the Payments per year field
-
Enter -17 into the Amount field and press the Tab key
-
Enter 1 into the N field and press the Tab key.
-
Tap the Insert button (or press the return key)
-
Enter 2.8 into the Amount field and press the Tab key
-
Enter 8 into the N field and press the Tab key.
-
Tap the IRR button
-
6.57 will be displayed on the lower line of the display
Useful OmniSolve Tips |
 |
|