Investment Parameters

%
Used for discounted payback period calculation
$
Upfront cost at Period 0 (treated as outflow)

Payback Period Quick Reference

Payback Period Formula:

PP = A + (B / C)

Where:

  • A = Last period with negative cumulative CF
  • B = Absolute value of cumulative CF at end of A
  • C = Cash flow during period after A
  • Disc. PP uses discounted cash flows
  • Shorter payback = Less risk exposure

Key Metrics

Payback Period --
Disc. Payback Period --
Total Cash Inflows --
Total Disc. Inflows --
Discounted Recovery --
Net Present Value --

Formula Breakdown

PP = A + |Cumulative CFA| / CFA+1
Disc. PP = A + |Cumulative Disc. CFA| / Disc. CFA+1

Cumulative Cash Flow

Ryan O'Connell, CFA
CALCULATOR BY
Ryan O'Connell, CFA
CFA Charterholder & Finance Educator

Finance professional building free tools for options pricing, valuation, and portfolio management.

Understanding Payback Period

Video Explanation

Video: Payback Period Explained

What Is the Payback Period?

The payback period measures how long it takes for an investment to generate enough cash flow to recover its initial cost. It answers a simple but important question: “How quickly will I get my money back?”

A shorter payback period means faster recovery of the investment, which reduces risk exposure. The payback period is one of the most intuitive capital budgeting metrics, though it has limitations — it ignores the time value of money and any cash flows that occur after the investment is recovered.

Simple vs. Discounted Payback Period

The simple payback period uses undiscounted cash flows — it treats a dollar received in year 5 the same as a dollar received today. The discounted payback period improves on this by discounting each cash flow to its present value before accumulating.

Because discounted cash flows are smaller than their nominal amounts, the discounted payback period is always longer than or equal to the simple payback period (assuming a positive discount rate). The discounted version is more theoretically sound because it accounts for the time value of money, but both metrics ignore cash flows after the payback point.

How to Read the Cumulative Cash Flow Chart

The chart plots cumulative cash flow on the y-axis against time periods on the x-axis. Two lines are shown: the blue line represents cumulative undiscounted cash flows, and the amber line represents cumulative discounted cash flows.

Both lines start at the negative initial investment and rise as cash flows are received. The point where each line crosses the zero line (shown as a dashed horizontal reference) is the payback point — the moment the investment has been fully recovered. The gap between the two lines illustrates the impact of discounting on recovery time.

Limitations and When to Use Payback Period

  • Ignores cash flows after payback: A project with large cash flows in later years may be rejected despite being highly profitable.
  • Ignores project scale: Payback period does not account for the size of the investment or the magnitude of returns, so a small project and a large project may appear equally attractive.
  • No standard cutoff: There is no universal threshold for what constitutes an “acceptable” payback period — it depends on the industry, project type, and management preferences.
  • Simple payback ignores time value of money: The simple version does not discount, which can mislead in environments with high interest rates or long horizons.
  • Best used as a supplementary metric: Use payback period alongside NPV, IRR, and profitability index for a complete investment analysis.
Model Assumptions: This calculator assumes cash flows occur at the end of each period and uses linear interpolation within the crossover period for fractional payback. The discount rate is assumed constant across all periods.

Frequently Asked Questions

The payback period is the amount of time it takes for an investment to generate enough cumulative cash flow to recover its initial cost. For example, if you invest $100,000 and receive $25,000 per year, the payback period is 4 years. It is one of the simplest capital budgeting metrics and is commonly used as a screening tool to assess liquidity risk.

The discounted payback period is similar to the simple payback period, but it uses discounted (present value) cash flows instead of nominal cash flows. Each future cash flow is divided by (1 + r)t before being added to the cumulative total. This accounts for the time value of money and always results in a payback period that is equal to or longer than the simple payback period.

Payback Period = A + (B / C), where A is the last full period with a negative cumulative cash flow, B is the absolute value of the cumulative cash flow at the end of period A, and C is the cash flow in the period after A. This formula uses linear interpolation to find the exact fractional period when the investment is recovered.

There is no universal standard for a “good” payback period — it depends on the industry, the company’s risk tolerance, and the type of investment. Some companies use cutoffs of 3–5 years for typical projects. Shorter payback periods are generally preferred because they reduce exposure to risk and uncertainty. However, payback alone should not drive decisions — always consider NPV and IRR as well.

The payback period measures how quickly you recover your initial investment, while Net Present Value (NPV) measures the total value created by the investment in today’s dollars. NPV is theoretically superior because it considers all cash flows over the project’s life and accounts for the time value of money. The payback period is simpler and more intuitive, making it useful as a supplementary measure — especially for assessing liquidity risk.

Yes, if the cumulative cash flows never reach the initial investment amount, the payback period is displayed as “Never.” This means the investment does not generate enough cash flow to fully recover its cost within the projected time horizon. For the discounted payback period, this can happen even when the simple payback is achieved, because discounting reduces the value of future cash flows.

Because each future cash flow is discounted back to present value, the discounted cash flows are smaller than their nominal amounts. This means it takes longer for the cumulative discounted cash flows to reach the initial investment amount. The higher the discount rate, the greater the difference between the two payback periods.

The discount rate should reflect the opportunity cost of capital — the return you could earn on an investment of similar risk. Common choices include the company’s weighted average cost of capital (WACC) for corporate projects, a required rate of return based on the risk level, or a hurdle rate set by management. Higher-risk projects warrant higher discount rates. Set the discount rate to 0% to see the simple payback period only.
Disclaimer

This calculator is for educational purposes only. Investment decisions involve risk and uncertainty. The payback period is a simplified measure that does not account for cash flows after the payback point, project size differences, or risk beyond the payback horizon. This is not financial advice. Consult a qualified professional before making investment decisions.

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