The Finance Algorithm
§ Tool · tier 1 · independent

Compound Interest Calculator.

Calculate how your savings grow with compound interest over time. See the power of compounding on your investments.

CalculatorFree, no signupOn-deviceupd May 2026
Inputs
Your numbers
$
$10k

Your starting investment amount

$
$500

How much you add each month — even $50 compounds heavily over decades

%
8.5%

Savings ~5.99%, balanced super ~7.5%, ASX shares ~8.5% nominal long-term

How often interest is compounded

20y

How long you plan to invest

%
0%

0 = inside super / FHSSS. 30% = typical taxable, 45% = top bracket

Math updates live as you change inputs · AI runs on submit

Awaiting inputs

Move the sliders or type in the form on the left — the math updates live as you go. Click Get AI verdict when you want a written analysis.

Compound interest is the most powerful force in investing — it's earning interest on your interest. Even small amounts invested regularly can grow into substantial wealth over time. Albert Einstein reportedly called compound interest the 'eighth wonder of the world.' This calculator shows you exactly how your savings will grow with the power of compounding, whether you're saving in a bank account, investing in ETFs, or building a share portfolio.

§ Worked examples

Real-world scenarios

The Power of Starting Early

Emma starts investing $500/month at age 25 with a 7% annual return. She continues until age 65.

Emma's total contributions are $240,000, but her balance grows to approximately $1.2 million. Over $960,000 comes from compound interest alone — that's 4x her contributions.

Lump Sum + Regular Contributions

James invests $50,000 upfront and adds $200/month for 15 years at 8% return.

The $50,000 lump sum grows to $159,000 on its own. Add the $200/month contributions and total reaches $228,000. Starting with a lump sum gives compounding a massive head start.

§ FAQ

Questions Australians ask

§ Glossary

Plain-English definitions

Compound Interest
Interest calculated on the initial principal plus all accumulated interest. Each period's interest is added to the principal, creating a snowball effect.
Compounding Frequency
How often interest is calculated and added to the principal. More frequent compounding (daily vs annually) results in slightly higher returns.
Rule of 72
A quick formula to estimate how long it takes to double your money. Divide 72 by the annual interest rate. At 7%, money doubles in ~10.3 years.
Real Return
The investment return after subtracting inflation. If you earn 7% but inflation is 3%, your real return is approximately 4%.