Payback Period Calculator - Investment Breakeven

Investment Details

Calculate how long it takes to recover an investment from its cash flows. Analyze simple and discounted payback periods and find the breakeven timeline.

Enter Initial Investment

Select a mode

Enter Cash Flows

Enter Discount Rate

Payback period measures only the time to recover the initial cost. It ignores what happens afterwards and, outside Discounted mode, the time value of money.

Formulas and sources

Each formula this calculator uses, where it comes from, and what it leaves out. "How it works" shows the same formula with your own numbers.

Simple payback

Simple mode

Payback Period = Initial Investment ÷ Annual Cash Flow
Payback Period
the years until the cash returned equals the amount invested
Initial Investment
the cost paid at the start
Annual Cash Flow
the net cash the investment returns each year, the same every year

Cash is counted at the end of each year. The project life sets the totals, not the payback.

Source: Uses the simple payback formula in NIST Handbook 135 (Kneifel and Webb, 2025), Equation 6-13 [1], and in OpenStax (Franklin and colleagues, 2019) [2].

Payback from year-by-year cash flows

Cash Flows mode

Payback Period = Years until cumulative cash flows = Initial Investment
Payback Period
the full years before the crossing, plus the part of that year still owed

The part of the last year is the amount still owed ÷ that year's cash flow, as if the cash arrived evenly. NIST's handbook counts whole years and says the data seldom support a fraction. A year left out counts as zero, and rows for one year add up. A later cost that undoes payback moves it to where the cost is recovered for good. NIST's handbook says its software checks that payback, once reached, is not reversed.

Source: Based on the payback definition in NIST Handbook 135, Equation 6-11 [1], with the partial-year step in OpenStax [2][3].

Discounted payback

Discounted mode

Discounted Payback Period = Years until cumulative discounted cash flows = Initial Investment
Discounted Payback Period
the same crossing, counted in discounted cash

Each year's cash flow is first divided by (1 + rate)^year, so for a positive rate the discounted payback is the same as or longer than the simple one. The rate is yours to choose; with it cleared, the simple payback shows.

Source: Based on the discounted payback in NIST Handbook 135, Equation 6-11 with a discount rate [1], which the handbook calls the preferred way to compute payback.

Discounting one cash flow

Discounted mode

PV = CF ÷ (1 + rate)^year
PV
the cash flow's value today
CF
one year's cash flow, counted at the end of that year
rate
the discount rate, as a decimal
year
the year it arrives

Source: Uses the single present value factor in NIST Handbook 135, Figure 3-1 [1].

Net present value

Discounted mode

NPV = Σ(CF ÷ (1 + rate)^year) − Initial Investment
NPV
the discounted cash flows less the investment
CF
each year's cash flow
rate
the discount rate, as a decimal
Initial Investment
the cost paid at the start

The sum runs over the project life with one annual figure, or over the years entered. Above zero, the cash flows beat the discount rate over those years.

Source: Uses the present value factors in NIST Handbook 135, Figure 3-1 [1]; OMB Circular A-94 calls the same quantity discounted net benefits [4].

Net profit and ROI

Every mode

Net Profit = Total Cash Flows − Initial Investment ROI = Net Profit ÷ Initial Investment × 100
Net Profit
what is left after the cost comes back
Total Cash Flows
the cash flows added over the project life, or the years entered
Initial Investment
the cost paid at the start
ROI
the return on the investment, in percent

ROI here covers the whole span; it is not a yearly return and is not discounted.

Source: Standard formula; no single publisher.

Sources

  1. Kneifel J, Webb D. Life Cycle Costing Manual for the Federal Energy Management Program (NIST Handbook 135), section 6.4 "Simple Payback (SPB) and Discounted Payback (DPB)", pp. 86-91; Figure 3-1, p. 25. National Institute of Standards and Technology, 2025 edition (August 2025).
  2. Franklin M, Graybeal P, Cooper D. Principles of Accounting, Volume 2: Managerial Accounting, section 11.2 "Evaluate the Payback and Accounting Rate of Return in Capital Investment Decisions". OpenStax, Rice University, 2019 (web edition read October 5, 2026).
  3. Dahlquist J, Knight R, and colleagues. Principles of Finance, section 16.1 "Payback Period Method". OpenStax, Rice University, 2022 (web edition read October 5, 2026).
  4. Office of Management and Budget. Circular A-94: Guidelines and Discount Rates for Benefit-Cost Analysis of Federal Programs, section 5.a, p. 4. Revised November 9, 2023.

What this calculator does not cover

  • It models when the cash comes back, not financing costs, taxes, inflation beyond the discount rate you enter, or a return adjusted for risk.
  • NIST's handbook treats payback as relative to doing nothing: the investment is the extra cost of the project, and the cash flows are the extra net cash it brings.
  • NIST's handbook says payback is not a valid way to choose among competing projects or to rank projects for funding, and OpenStax's finance text notes it has no clear acceptance criterion.

Sources checked on .

Help

Quick Start Guide

  1. Enter Initial Investment: Input the total upfront cost of the investment.
  2. Select a mode: Simple for one annual cash flow, Cash Flows for a different amount each year, or Discounted to apply a discount rate to either.
  3. Enter Cash Flows: Input the expected annual cash returns, and how many years they last (the project life).
  4. Enter Discount Rate: Optionally enter a discount rate for discounted payback period.
  5. View Payback Period: See how many years until cumulative cash flows equal the investment.
  6. View Cash Flow Timeline: See a year-by-year breakdown showing recovery progress.

Frequently Asked Questions

Payback period is the time it takes for an investment to recover its initial cost through cash flows. It shows how long the money is tied up: a shorter payback means the cost comes back sooner. It makes no allowance for risk.

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