Payback period
Payback period is a capital budgeting metric that measures the time required for an investment to generate enough cash flows to recover its initial cost, representing the break-even point at which cumulative cash inflows equal the original investment (Ross S.A., Westerfield R.W., Jordan B.D. 2019, p.289)[1]. The company considers a $1,000,000 machine upgrade that will save $250,000 annually. How long until it pays for itself? Simple division: $1,000,000 ÷ $250,000 = 4 years. That's the payback period—perhaps the simplest and most intuitive measure of investment attractiveness.
Simplicity explains the method's enduring popularity. Managers can calculate payback with basic arithmetic and communicate results without finance expertise. It's often called a "back of the envelope" calculation—quick, intuitive, widely understood. But simplicity comes at a cost. Payback ignores the time value of money, ignores cash flows after the payback point, and provides no measure of profitability. Many finance professors consider it fundamentally flawed; yet surveys show it remains one of the most widely used capital budgeting techniques in practice.
Calculation methods
Two approaches depending on cash flow patterns:
Even cash flows
Simple division. When annual cash flows are constant:
Payback Period = Initial Investment ÷ Annual Cash Flow
A $500,000 investment generating $100,000 annually has a 5-year payback[2].
Uneven cash flows
Cumulative method. When cash flows vary by year:
- Track cumulative cash flow each year
- Identify the year cumulative flow turns positive
- Calculate precise timing: Years before recovery + (Unrecovered amount ÷ Cash flow in recovery year)
For example, a $200,000 investment with cash flows of $60,000, $80,000, and $90,000 in years 1-3: cumulative amounts are $60,000, $140,000, $230,000. Payback occurs during year 3: 2 + ($60,000 ÷ $90,000) = 2.67 years[3].
Advantages
The method offers practical benefits:
Simplicity. Easy to calculate and understand without financial training.
Liquidity focus. Useful when cash recovery speed matters—for firms with tight capital constraints[4].
Risk proxy. Faster payback reduces exposure to forecasting uncertainty. Cash flows further in the future are harder to predict.
Preliminary screening. Quickly eliminates obviously poor investments before detailed analysis.
Limitations
Serious deficiencies exist:
Ignores time value of money
Present value neglected. A dollar received in year 5 is treated the same as a dollar received in year 1—but money today is worth more than money later[5].
Discounted payback. A variation incorporates discounting, partially addressing this limitation.
Ignores post-payback cash flows
Truncated view. Projects with longer paybacks but much higher total returns may be rejected.
No profitability measure. Two projects with identical payback periods may have vastly different returns[6].
Arbitrary cutoff
No objective standard. What's an acceptable payback—2 years? 5 years? The choice is subjective.
Better alternatives
Finance theory prefers:
Net present value (NPV)
Discounted cash flows. Calculates present value of all future cash flows minus initial investment. Positive NPV creates value[7].
Internal rate of return (IRR)
Return percentage. The discount rate that makes NPV equal zero—comparable to other return measures.
Practical use
Despite limitations, payback remains popular:
Screening tool. Often used as first filter before more sophisticated analysis.
Communication device. Intuitive metric for discussing investments with non-financial managers[8].
Supplement. Used alongside NPV and IRR rather than replacing them.
| Payback period — recommended articles |
| Net present value — Internal rate of return — Capital budgeting — Investment analysis |
References
- Ross S.A., Westerfield R.W., Jordan B.D. (2019), Fundamentals of Corporate Finance, 12th Edition, McGraw-Hill.
- Brealey R.A., Myers S.C., Allen F. (2020), Principles of Corporate Finance, 13th Edition, McGraw-Hill.
- Brigham E.F., Ehrhardt M.C. (2019), Financial Management, 16th Edition, Cengage.
- CFI (2024), Payback Period.
Footnotes
- ↑ Ross S.A. et al. (2019), Fundamentals of Corporate Finance, p.289
- ↑ Brealey R.A. et al. (2020), Principles of Corporate Finance, pp.45-62
- ↑ Brigham E.F., Ehrhardt M.C. (2019), Financial Management, pp.89-104
- ↑ CFI (2024), Payback Period
- ↑ Ross S.A. et al. (2019), Fundamentals of Corporate Finance, pp.134-148
- ↑ Brealey R.A. et al. (2020), Principles of Corporate Finance, pp.178-192
- ↑ Brigham E.F., Ehrhardt M.C. (2019), Financial Management, pp.234-248
- ↑ CFI (2024), Payback Period
Author: Sławomir Wawak