Free payback period calculator. Find how long to recover an investment with simple and discounted payback methods. Compare projects side by side.
The payback period is the time it takes for an investment's cash flows to repay the initial cost. It's the simplest capital budgeting metric: how long until I get my money back?
Simple payback ignores the time value of money. Discounted payback uses a discount rate to account for the fact that future dollars are worth less than today's dollars. Both provide valuable decision-making criteria.
This calculator computes both simple and discounted payback, shows year-by-year cumulative cash flows, and lets you compare even and uneven cash flow streams. Payback period answers one of the simplest yet most important capital budgeting questions: how long until I get my money back? While it ignores the time value of money and any cash flows after the payback date, its simplicity makes it a powerful screening tool. The discounted payback period addresses the time-value limitation by using present values, giving a more accurate breakpoint. Executives and small business owners alike favor payback analysis because it is intuitive, easy to communicate, and provides a built-in measure of risk.
Payback period gives an intuitive sense of investment risk — shorter payback = lower risk of loss. While NPV and IRR are theoretically superior, managers frequently use payback as a screening tool: reject anything that doesn't pay back within the hurdle (e.g., 3 years). This quick filter saves time and focuses detailed analysis on the projects most likely to succeed.
Simple Payback = years before full recovery + (unrecovered cost / next year cash flow) Discounted Payback = same formula using PV of cash flows PV of Cash Flow = CFₜ / (1 + r)ᵗ
Result: Simple: 3.33 years | Discounted: 4.25 years
Simple: $100K / $30K per year = 3.33 years. Discounted at 10%: PV of cash flows in years 1-4 = $27,273 + $24,793 + $22,539 + $20,490 = $95,095 (not enough). Year 5 PV = $18,628. Need $4,905 more, fraction = 4,905/18,628 = 0.26. Discounted payback = 4.26 years.
Despite its theoretical weaknesses, payback is the most widely used capital budgeting tool among small businesses. Its simplicity is its strength: no discount rate debates, no terminal value assumptions. Calculate, compare, decide.
Some companies use "payback with a kicker": the project must pay back within X years AND generate Y% return after payback. This combines payback's simplicity with recognition that post-payback cash flows matter.
Payback is implicitly a risk measure. Shorter payback = less exposure to: market changes, technology shifts, competitive entry, regulatory changes, and economic cycles. In volatile industries (tech, crypto), short payback requirements are a survival strategy.
It depends on industry and risk tolerance. Tech companies often require 2-3 years. Manufacturing: 3-5 years. Real estate: 5-10 years. The shorter the payback, the lower the risk. Most companies set a maximum payback as a filter before conducting deeper NPV analysis.
Simple payback uses nominal cash flows — a dollar next year is treated the same as a dollar today. Discounted payback uses present values, accounting for the time value of money. Discounted payback is always longer and is theoretically more correct.
NPV is the gold standard for "accept/reject" decisions, but it doesn't tell you about liquidity risk. A project with high NPV but 15-year payback ties up capital for a very long time. Payback gives a sense of cash recovery speed, which matters for cash-constrained firms.
Payback ignores: (1) cash flows after the payback period (a project could have huge returns in years 5-10 but be rejected), (2) the magnitude of cash flows (a $1M and $100M project might have the same payback), and (3) risk differences between projects. For these reasons, payback should be used as a screening tool alongside NPV and IRR, not as the sole decision criterion.
Yes. If cumulative cash flows never equal the initial investment (especially with discounted payback and low cash flows), the investment never pays back. This is a strong rejection signal — the project destroys value.
There's no direct formula linking them, but shorter payback generally correlates with higher IRR. For equal annual cash flows: IRR is the rate that makes the annuity PV equal the investment. A 3-year payback on even flows implies ~24% IRR; 5-year implies ~15% IRR.