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The quiet power of compounding.
Money left to grow doesn’t add — it multiplies. This calculator shows how a starting balance and steady monthly contributions can grow over the years, and lets you compare a few common return assumptions side by side. The rates are illustrative defaults you can edit; nothing here is investment advice.
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Interactive calculator Monthly compounding Compare the tracks Editable rates Illustration only
Interactive calculator
See how your money could grow

Enter a starting balance, an optional monthly contribution, and how many years you want it to grow. Pick a return assumption — or tap one of the preset buttons for a common benchmark. Everything compounds monthly. The return rates are illustrative, editable defaults (as of ~2026); the S&P 500 figure is a long-run nominal historical average, not a promise of future returns.

Compound Interest Calculator
Monthly compounding — illustrative rates, ~2026 — not investment advice
Used to show your age at the end
How long the money stays invested
Initial principal / starting balance
$
Added at the end of each month
$
Illustrative — edit freely
%
Quick presets:

* Figures assume monthly compounding and ignore taxes, fees, and inflation. Return rates are illustrative defaults you can edit — not guarantees. See full assumptions below ↓

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Why this matters
What compounding actually does

Simple interest pays you only on what you put in. Compound interest pays you on what you put in plus everything it has already earned — so each year’s growth starts from a bigger base than the year before. Over a few years the difference is modest. Over a few decades it is the whole story.

That is why the early dollars matter most: a contribution made at 30 has decades to multiply, while the same dollar added at 60 has only a handful of compounding cycles left. Time in the market — not timing it — is what does the heavy lifting. Adjust the years slider above and watch the “total growth” figure climb far faster than the “total contributed” figure.

The rate you assume changes everything. Use the “Compare the tracks” table below to see the same money grow under four common return assumptions. A cash-savings rate and a long-run stock-market average can end decades apart on the same starting balance — which is exactly why the assumption you choose deserves real thought.

Calculator assumptions & rates used (~2026)
Read this first: Every return rate below is an illustrative, editable default — you can change the rate field to anything you like. These are not predictions, and they are not recommendations. The S&P 500 figure is a long-run nominal historical average; actual market returns vary widely year to year and can be negative.
Compounding frequency: Monthly — interest is added every month, contributions at the end of each month
S&P 500 (long-run avg): 10% — long-run nominal historical average; not a guarantee of future returns
Money market: 4.5% — illustrative, varies with prevailing short-term rates
High-yield savings: 4.0% — illustrative, rate-sensitive and changes frequently
Savings: 0.4% — illustrative typical traditional bank savings rate
Taxes, fees & inflation: Ignored — results are pre-tax, pre-fee, and in nominal (not inflation-adjusted) dollars
Rates shown are as of approximately 2026 and are provided only to populate the calculator with reasonable starting points. Edit the annual return field to model your own assumptions.
Planning for retirement or a business sale? Let’s talk tax-smart investing.
Geiger Tax & Accounting helps New York business owners and individuals think through the tax side of saving and investing — retirement-account choices, the timing of a sale, and how withdrawals get taxed. We are not investment advisors; we make sure the tax picture is handled.

Disclaimer: For illustration and educational purposes only. This is not investment, financial, or tax advice. Investment returns are not guaranteed; past performance — including historical S&P 500 averages — does not predict future results, and real returns vary year to year. Figures ignore taxes, fees, and inflation.