Compound Interest Calculator
Enter a starting amount, a monthly contribution, a return and a time horizon to see the balance grow — and how much of it you contributed versus earned.
A long-term diversified portfolio has historically averaged 6–8%.
0.0% of the final balance is growth, not your own money.
- Balance
- What you put in
The widening gap is compounding — returns earning returns.
Enter amounts to see this chart.
| Year | Contributed | Balance | Growth |
|---|
What this means
Time does most of the work: $0 of your final balance comes from growth. Starting five years earlier usually beats contributing more later.
How it works
Compounding means your returns start earning returns. The Rule of 72 is a quick shortcut: divide 72 by your annual return to estimate how many years your money takes to double.
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How compounding works
Growth earns growth. Early contributions have the longest time to multiply, which is why starting sooner usually beats contributing more later. The curve looks flat for years and then steepens sharply — most of the balance appears in the final third.
The Rule of 72
Divide 72 by the annual return to estimate the years it takes money to double. At 7%, that is roughly ten years — a quick mental check on any projection.
Real returns and inflation
A 7% return with 2% inflation is closer to 5% in purchasing power. For long-horizon goals, think in real terms so the future number means what you expect it to mean.
Common questions
- What return should I use?
- Long-run diversified equity returns have historically landed near 6–8% before inflation. Any single decade can be very different, so test a lower rate too.
- Where should this money sit in Canada?
- Inside a TFSA, RRSP or FHSA where possible, so the growth is sheltered from tax.
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