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Compound Interest Calculator

Compound Interest Calculator

See how a lump sum or a savings pot could grow over the long term with compound interest and optional regular contributions.

£
£

Optional

%

Time period

Compounding frequency

Contributions are added at the end of each compounding period and grow at the same rate as the rest of the balance from that point on.

Compound interest

Estimated Future Value

£47,527

Starting Amount£10,000
Total Contributions£24,000
Interest Earned£13,527
Final Value£47,527
Growth39.8%

Growth over time

Contributed Growth
Year 0
£10,000
Year 1
£12,967
Year 2
£16,087
Year 3
£19,365
Year 4
£22,812
Year 5
£26,435
Year 6
£30,243
Year 7
£34,246
Year 8
£38,454
Year 9
£42,877
Year 10
£47,527

If the rate were different

At 3%£41,442
At 5%£47,527
At 7%£54,714

How compound interest works

Compound interest is interest earned on both your original balance and on the interest it's already earned, so the growth accelerates over time rather than staying flat. The formula for a single lump sum is A = P(1 + r/n)^(nt), where P is the starting amount, r is the annual rate, n is how many times a year interest compounds, and t is the number of years.

Why compounding frequency matters less than you'd think

Moving from annual to daily compounding at the same stated rate makes a small difference, not a dramatic one. The two things that actually move the final number are the rate itself and how long the money stays invested - which is why starting early tends to matter more than chasing a slightly better compounding schedule.

A reminder on regular contributions

Adding even a modest regular contribution on top of a lump sum can meaningfully change the outcome over a long time horizon, because each contribution gets its own runway to compound. This calculator accounts for that properly - each contribution grows for the time it's actually been in the account, rather than being added on at the end.

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