FINANCE / GROWTH

Compound Interest Calculator

Project a future balance from an initial principal, a rate, a time period, compounding frequency, and optional recurring contributions.

Future value Compounding frequency Recurring contributions
Start with your scenario

Set your growth inputs

The contribution is treated as an equal deposit each compounding period.

Starting balance before new contributions.
The assumed annual rate for this projection.
How long the balance remains invested.
The number of rate periods and contribution periods per year.
Optional equal amount added each period.

Inputs stay in your browser. This is a rate-based projection, not a performance promise.

Your answer

Projected balance

Your projection will appear here

Enter the assumptions, then calculate to see future value, contributions, and compound growth.

Read the projection

What the future value means

The result separates the projected balance from total money contributed. “Compound growth” is the difference between those two values under the rate and timing assumptions you entered.

01

Compounding frequency

Annual, quarterly, monthly, and daily options change how often the periodic rate is applied. The selected frequency also controls the recurring contribution timing.

02

Projection, not prediction

The calculation holds the entered annual rate constant and does not model taxes, fees, volatility, inflation, or changes to the contribution amount.

Frequently Asked Questions

What does this compound interest calculator show?

It projects future value, total contributions, and growth beyond contributions from the principal, annual rate, years, compounding frequency, and optional recurring contribution.

How are recurring contributions modeled?

The calculator treats the contribution as an equal amount added once per compounding period, then grows those contributions under the same rate assumption.

What is the compounding formula?

For the initial principal, the calculation follows A = P(1 + r/n)^(nt). Recurring contributions are added with an annuity-growth term using the same periodic rate.

What happens when the interest rate is zero?

With a zero rate, the projected value is the principal plus the recurring contributions, because there is no interest growth.

Is this an investment return guarantee?

No. It is a mathematical projection using your entered rate and timing assumptions, not a prediction or guarantee of investment performance.