Perpetuity Calculator - Infinite Cash Flow Value
Estimate the present value of level or growing cash flows that continue indefinitely.
Enter a periodic payment, discount rate, payment frequency, and optional growth rate.
Perpetuity Calculator - Infinite Cash Flow Value
Estimate the present value of level or growing cash flows that continue indefinitely.
About the Perpetuity Calculator
A perpetuity is a stream of payments expected to continue without a scheduled end. The calculation provides a compact present-value estimate for fixed dividend policies, endowments, long-lived income rights, and simplified valuation models.
The calculator uses the displayed inputs and formula to produce a transparent estimate. Level perpetuity value = payment ÷ periodic discount rate. Growing perpetuity value = payment ÷ (periodic discount rate − periodic growth rate). The result is most useful when every input refers to the same period, currency, and definition. Enter values from a current statement, quote, market source, or scenario assumption rather than relying on a remembered approximation. Recalculate whenever an important rate, date, balance, fee, or underlying condition changes.
Use the result to compare realistic alternatives, not to reduce a financial choice to a single figure. Change one assumption at a time and note how the outcome responds. That approach makes it easier to distinguish a change caused by price, rate, timing, allocation, or an operating assumption. The worked examples illustrate the calculation mechanics, but your own situation may use different terms, taxes, fees, contract rules, or market conditions.
Financial estimates are not promises of a future outcome. Providers may use their own pricing schedules, rounding rules, payment dates, eligibility checks, or legal definitions. Investment and economic measures also depend on uncertain inputs and can change quickly. Treat this tool as an educational planning aid and verify critical figures against official documents, current program terms, a lender disclosure, processor schedule, court order, or other authoritative source.
A careful review also considers factors outside the formula. Cash-flow capacity, risk tolerance, taxes, liquidity, penalties, required insurance, and alternative uses of money can matter as much as the calculated output. Save the assumptions with the result when comparing options, then revisit the scenario before making a commitment. This calculator provides a repeatable starting point for that conversation and helps make the arithmetic clear.
Perpetuity Calculator Examples
Use these worked examples to check inputs and interpret the calculation.
| Inputs | Output | Notes |
|---|---|---|
| $5,000 annual payment at 5% | Present value $100,000.00 | A level payment is divided by the annual discount rate. |
| $1,000 annual payment at 8% with 3% growth | Present value $20,000.00 | The growing formula divides the first payment by the 5% spread. |
| $250 quarterly payment at 8% with 3% growth | Present value $20,000.00 | Payment and rates must use the same frequency. |
How to Use the Perpetuity Calculator
- Enter the required values using the units shown for each field.
- Add optional assumptions when they apply to your scenario.
- Click Calculate to review the detailed result values.
- Change one input at a time to compare alternatives before acting.
Perpetuity Calculator FAQ
What does the Perpetuity Calculator calculate?
It uses the inputs you provide to calculate a transparent estimate. The displayed formula explains how the result is derived and the result cards separate the important output values.
Which inputs matter most?
The values in the formula have the largest effect on the result. Use current, consistent inputs and change one assumption at a time when comparing alternatives.
Can I rely on this result for an official transaction?
Use the result as a planning estimate. Contract terms, legal rules, tax treatment, processor fees, market data, and provider-specific rounding can produce a different official figure.
How should I use the examples?
Use the worked examples to check the units and direction of the calculation, then replace every assumption with figures that apply to your own situation.
When should I recalculate?
Recalculate whenever a rate, amount, date, allocation, fee, or other assumption changes. Saving the assumptions alongside the result makes comparisons more reliable.