How can I calculate the present worth of a cash flow?
Problem
On January 1st, 2004, you buy a $1,000 car. Annual maintenance cost for the first year is $100, and this cost will increase by $10 each year. At the end of four years you'll be able to sell the car cor $200.
What's the net present value of this cash flow if interest is at 4 % compounded annually?
Solution
Set up the following cash flow or open the "Analysis - Present value" example in the Help examples folder.
| Comment | Type | Occurs | Date | Amount | Occurrences | Change | Step |
| Initial cost | outflow | once | 1-1-2005 | 1000 | |||
| Maintenance cost | outflow | annually | 1-1-2004 | 100 | 4 | 10 (amount) | 1 |
| Residual value | inflow | once | 1-1-2008 | 200 |
Enter 4 into the rate field and select annual compounding.
The net present value of the cash flow is -1,244.70, representing a disbursement of $1,244.70.