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Accounter

UK compound interest calculator

£10,000 at 5% compounded monthly for 10 years grows to £16,470.09, so you earn £6,470.09 of interest. The formula 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 is added and t is the number of years.

  • Free, no sign-up for the result
Final balance
£16,470.09
Total paid in
£10,000.00
Interest earned
£6,470.09

5% compounded monthly is the same as 5.12% a year (the annual equivalent rate). Monthly amounts are added at the end of each compounding period.

Balance at the end of each year
YearPaid inInterestBalance
1£10,000.00£511.62£10,511.62
2£10,000.00£1,049.41£11,049.41
3£10,000.00£1,614.72£11,614.72
4£10,000.00£2,208.95£12,208.95
5£10,000.00£2,833.59£12,833.59
6£10,000.00£3,490.18£13,490.18
7£10,000.00£4,180.36£14,180.36
8£10,000.00£4,905.85£14,905.85
9£10,000.00£5,668.47£15,668.47
10£10,000.00£6,470.09£16,470.09

How the calculation works

  • Compound interest is interest on your starting amount plus the interest already added. Each time interest is added, the next lot is worked out on a bigger balance.
  • Example: with r = 0.05, n = 12 and t = 10, A = 10,000 × (1 + 0.05/12)120 = £16,470.09. Adding interest once a year instead gives £16,288.95.
  • Savings account rates: a rate quoted as AER already shows the effect of compounding over a year. To model it here, set interest to be added annually and enter the AER as the rate.
  • ISA allowance: in the 2026 to 2027 tax year the most you can save in ISAs is £20,000. Try that amount as the starting amount to see how it could grow.

This is an estimate for general information. It assumes a fixed rate for the whole term and ignores tax, fees and inflation. Real savings rates can change.

ISA allowance source: GOV.UK: Individual Savings Accounts (ISAs). Last checked 15 October 2026.