Use our Annuity Calculator to forecast the future value of regular contributions, or to find the present value of a stream of payments using realistic interest and compounding settings. Whether you’re saving for retirement, planning an income stream, or comparing investment options, this tool adapts to your schedule and timing.
What Is an Annuity?
An annuity is a series of equal payments made at regular intervals. Common examples include monthly retirement contributions, insurance payouts, rental payments, or structured settlements. By applying a consistent interest rate and a defined schedule, you can calculate either the future value of your ongoing contributions or the present value of future payments you expect to receive.
How to Use the Annuity Calculator
- Choose a calculation type: Future Value (to see what your contributions will grow to) or Present Value (to see what a future income stream is worth today).
- Enter your Payment Amount for each period (for example, monthly contribution or payout).
- Provide the Annual Interest Rate as a percentage (e.g., enter 6.5 for 6.5%).
- Select the Compounding Frequency and the Payment Frequency. The calculator converts rates to match schedules for accuracy.
- Enter the number of Years you plan to contribute or receive payments.
- If payments occur at the beginning of each period, check the Annuity Due box. Leave it unchecked for end-of-period payments (ordinary annuity).
- Optionally, add an Initial Principal (a starting balance) to include in Future Value results.
What the Results Mean
Future Value of an Annuity
The future value tells you the accumulated amount after a specified time, combining the growth of your regular payments with any initial principal. This is useful for retirement savings, education funds, or any goal-oriented investing plan. If you select annuity due, each payment compounds for one extra period, boosting the total.
Present Value of an Annuity
The present value discounts future payments back to today’s dollars. This is helpful when valuing pensions, buyouts, or comparing a lump-sum offer to a stream of future payments. Higher interest rates reduce present value, because future dollars are worth less when discounted more aggressively.
Formulas We Use
- Rate conversion: the nominal annual rate with compounding is converted to an effective annual rate, then to a per-payment rate that matches your payment frequency.
- Future Value (ordinary): FV = PMT * [((1 + i)^n ? 1) / i]. For annuity due, multiply by (1 + i). Any initial principal compounds for n periods.
- Present Value (ordinary): PV = PMT * [1 ? (1 + i)^( ? n)] / i. For annuity due, multiply by (1 + i).
Common Scenarios
- Retirement saving: monthly contributions, monthly compounding, 20–40 years.
- Income planning: estimate the present value of a fixed monthly payout you expect to receive.
- Debt snowballing: model consistent extra payments to see the future impact of regular contributions.
- Education fund: set a target period to understand how contributions may grow over time.
Tips for Better Estimates
- Match payment frequency to how often you actually contribute or receive income.
- Use realistic interest rates based on historical returns or current fixed-income yields.
- Remember that fees, taxes, and inflation can change outcomes. Consider adjusting your rate to be conservative.
- Check the annuity due option if payments happen at the start of each period, such as rent or some annuity payouts.
Why Rate Conversion Matters
Many calculators assume compounding and payments happen on the same schedule. In reality, you might contribute monthly while interest compounds daily. Our Annuity Calculator converts the annual nominal rate to an effective annual rate and then to a per-payment rate. This improves accuracy when schedules don’t match, helping you make better decisions.
Make Smarter Financial Choices
Whether you’re comparing a lump-sum offer to ongoing payments, or planning a savings goal, this tool gives you clear, transparent results. Use it to test scenarios quickly: increase your payment, change the timeframe, or switch payment timing to see how each factor affects outcomes.