Is this simple payback or discounted payback?
With a zero discount rate it is simple payback. Enter a discount rate to convert each year’s cash flow to present value before accumulating.
Estimate how many years an investment takes to recover from annual cash flow, with optional growth and discounting.
Enter the initial outlay and annual cash flow, then add growth or a discount rate when you need discounted payback.
Each year’s cash flow = annual cash flow × (1 + growth)^(year−1) / (1 + discount)^year. Payback is the year when cumulative cash flow reaches the investment, interpolated within that year.
Undiscounted examples leave growth and discount at zero; discounted payback uses present-value cash flows.
| Inputs | Result | Notes |
|---|---|---|
| Investment $10,000; annual cash flow $2,500; no growth or discount | 4.00 years; $10,000.00 recovered | Four equal cash flows recover the investment exactly. |
| Initial investment $20,000; annual cash flow $5,000; 0% growth; 0% discount | 4.00 years; $20,000.00 recovered | Four equal annual cash flows recover the initial investment. |
| Investment $10,000; annual cash flow $2,500; 5% growth; 0% discount | 3.73 years; $10,775.31 recovered | Growing inflows reach the outlay during year four; the displayed recovered amount includes that full year’s cash flow. |
With a zero discount rate it is simple payback. Enter a discount rate to convert each year’s cash flow to present value before accumulating.
The last counted year is included in full once cumulative cash flow crosses the outlay. Interpolation uses only the fraction of that year needed for the period.
Not by itself. It measures how quickly cash is recovered and ignores later inflows unless you use another metric such as net present value.
Use incremental cash flow attributable to the project, typically after tax and including working-capital changes. Accounting profit is not a substitute.
If cumulative cash flow never reaches the investment within 1,000 years, the calculator reports an invalid result. Check the cash-flow and growth assumptions.