MoneyCalc

Compound Interest Calculator

Grow a lump sum plus monthly deposits.

Final balance$176,472
Total you paid in$77,000
Interest earned$99,472(129.2% on top of deposits)
After 10 years$61,974
After 30 years$406,574

Results update instantly and are computed entirely in your browser. For general information only — not financial, investment, tax or professional advice.

About the compound interest calculator

Compound interest is interest that earns interest. In year one the growth comes only from your original balance; from then on, last year's interest joins the pile and starts generating returns of its own. The result is not a straight line but a curve that bends upward, and the bend gets steeper the longer you leave it alone.

Two levers matter far more than most people expect. The first is time. Because the curve compounds, money invested early does vastly more work than money invested later. Ten years of head start can outweigh a much larger monthly deposit started late. The second is the rate, but the rate is fragile — nobody can promise a return, and a difference of two percentage points compounds into a startling gap over decades.

Regular deposits smooth the ride. Adding a fixed amount each month means you buy more when prices are low and less when they are high, and it keeps the machine running even in months when markets wobble. A common mistake is to wait for the "right moment"; because the growth is exponential, the cost of waiting is measured in years of compounding you never get back.

This calculator assumes a constant rate and deposits at the end of each month. Real returns fluctuate, fees skim a slice, and inflation quietly erodes what the balance can buy. Use the estimate as a planning tool, not a promise: it shows the shape of the curve and the power of habit, which is the part you actually control. It is not financial advice, and you should confirm figures with a qualified adviser before acting.

This calculator returns estimates for general information only. It is not financial, investment, tax or legal advice, and it cannot replace guidance from a qualified professional who knows your circumstances. Figures such as loan payments, investment growth and retirement projections are simplified models based on the inputs and assumptions you provide, not guarantees of future results.

Common questions

How often should I compound?

Use the frequency your account actually applies. Monthly is the common default for savings accounts, daily for many high-yield accounts and some investments, annually for a simple product. More frequent compounding produces a slightly higher result, but on realistic balances the difference between monthly and daily is small — the contribution and the number of years matter far more.

What rate of return is reasonable to assume?

Nobody knows future returns, so it is safest to model a range rather than one number — for example four, six and eight percent — and see whether your plan survives the low end. A broad stock market index has historically averaged in the high single digits per year before inflation, but individual decades have been far above and far below that.

Should the result account for inflation?

The figure shown is in nominal terms: the actual number of dollars in the account. To see purchasing power, subtract inflation from the return — a six percent return with three percent inflation is about three percent in real terms. Try the real return calculator for that version of the maths.

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