How to Calculate Compound Interest (and Why It Beats Simple Interest)

By Daniel · Updated July 2026

Compound interest is interest earning interest. It is the reason long-term saving works and long-term debt hurts. The mechanics are simple, but the results feel surprising because growth curves upward rather than in a straight line.

Simple vs compound

With simple interest you earn a fixed amount on the original sum each period. With compound interest, each period's interest is added to the balance, so next period you earn interest on a slightly bigger number. Early on the difference is tiny; over years or decades it becomes the whole story.

How to project it

  1. Open the compound interest calculator.
  2. Enter your starting amount, interest rate, and how long you will leave it.
  3. Add a regular contribution if you make one, and see the projected total and how much of it is interest.

Frequency and rate both matter

Interest that compounds monthly grows a little faster than the same rate compounding yearly, because it starts earning on itself sooner. And because growth is exponential, a seemingly small rate difference — 5% versus 7% — produces a large gap once you stretch the timeline out to decades.

A rough shortcut: divide 72 by the interest rate to estimate how many years it takes money to double. At 6%, that is about 12 years.

Compound Interest Calculator
Project how savings grow with compound interest over time.
Open the tool →

Common questions

What is the difference from simple interest?

Simple interest is always calculated on the original amount; compound interest is calculated on the growing balance, so it accelerates over time.

Does compounding frequency really matter?

Yes, but modestly. More frequent compounding (monthly vs yearly) grows a bit faster at the same rate. Time and rate matter far more.

Should I include regular contributions?

If you save monthly, yes — regular deposits often contribute more to the final total than the interest does.

Is this financial advice?

No. It is a calculator to explore scenarios; it does not account for tax, fees or inflation.

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