$5,000 plus regular payments
- Principal growth
- $9,096.98
- Payment growth
- $40,969.84
- Total contributions
- $35,000.00
- Estimated growth
- $15,066.82
Use this free future value calculator to project a starting amount and regular payments forward with an entered rate, time period, and payment frequency.

$5,000 plus regular payments
Recent future value estimates will appear here.
Future value estimates use steady rates and payments. Real results can vary with fees, timing, and market returns.
Inputs and recent answers stay in this browser tab and are not sent to a server.
Project a savings or investment balance.
Compare payment frequencies and return assumptions.
Separate growth from total contributions.
Use alongside present value for time-value math.
About $50,066.82 future value, with $35,000.00 contributed
About $29,811.71 lump-sum future value
About $76,187.27 future value, with $46,000.00 contributed
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Plain-language answers about when to use the estimate, what your numbers mean, what is left out, and how privacy works.
Use it when you want to test the exact inputs on this page: Project a savings or investment balance. Compare payment frequencies and return assumptions. The result is a check against your assumptions, not proof that a lender, tax app, broker, platform, or provider will use the same number.
Starting amount means the balance you already have before new payments and modeled growth. Regular payment means the amount added each period. Match this to the selected payment frequency. Interest / return rate means the annual rate entered as a normal percent, such as 6 for 6%. Years means how long the projection runs. The calculator rounds the number of payment periods from years times payments per year. Payments per year means how often the regular payment is made, such as 12 for monthly or 1 for yearly.
Future value is the projected ending balance after a starting amount and any regular payments grow over time at the rate you enter. It is a planning estimate, not a promise of actual investment performance.
It treats regular payments as end-of-period payments, similar to an ordinary annuity. A payment made at the beginning of each period would usually grow slightly more because it has one extra period to compound.
Enter the annual rate as a percent. The calculator divides that rate by the payment frequency, so monthly payments use one-twelfth of the annual rate in each monthly period.
No. The result is a before-tax, before-fee projection in today-dollar terms. Inflation, taxes, account fees, contribution limits, and market losses can all change the real buying power or final account value.
Future value moves money forward to estimate a later balance. Present value moves future money backward to estimate what it is worth today at a chosen discount rate.
Yes, as a simple scenario test. For investing, treat the rate as an assumption and compare several rates because actual returns can move up, down, or arrive in a different order than the calculator assumes.
In plain language: The calculator compounds the starting amount and compounds each regular payment using the selected payment frequency, then adds both future value parts. For the default example, $5,000 plus $250 monthly for 10 years at 6% projects about $50,066.82, with $35,000.00 contributed and about $15,066.82 modeled growth.
Start with estimated future value, then compare principal growth, payment growth, total contributions, and estimated growth. That split shows whether the starting balance, the payment stream, or the rate assumption is carrying the result.
This assumes a steady rate and end-of-period payment timing. It does not include market volatility, taxes, fees, missed or changing payments, inflation, account rules, sequence risk, or investment advice. For savings, compare the account APY and rules. For investing, compare taxes, fees, inflation, risk, contribution limits, and whether a steady return assumption is realistic.
Check that the rate is annual, payment frequency matches the payment amount, years are entered as years, and the percent is entered as 6 for 6%, not 0.06.
No. The calculator runs in your browser tab. Recent answers stay only on the page while you use it, and they are not sent to a server.