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Compound Interest Calculator

See how your money grows over time with compound interest.

£
£
Interest Rate7%
Time Period20 years

Final Balance after 20 years

£144,573

Total Deposited

£58,000

Interest Earned

£86,573

Interest %

149%

DepositsInterest

Year-by-Year Growth

Year 1£12,400£801£13,201
Year 2£14,800£1,834£16,634
Year 3£17,200£3,115£20,315
Year 4£19,600£4,662£24,262
Year 5£22,000£6,495£28,495
Year 6£24,400£8,633£33,033
Year 7£26,800£11,100£37,900
Year 8£29,200£13,918£43,118
Year 9£31,600£17,114£48,714
Year 10£34,000£20,714£54,714
Year 11£36,400£24,747£61,147
Year 12£38,800£29,246£68,046
Year 13£41,200£34,244£75,444
Year 14£43,600£39,776£83,376
Year 15£46,000£45,882£91,882
Year 16£48,400£52,603£101,003
Year 17£50,800£59,983£110,783
Year 18£53,200£68,070£121,270
Year 19£55,600£76,915£132,515
Year 20£58,000£86,573£144,573

About the Compound Interest Calculator

Compound interest is interest calculated on both the initial principal and the accumulated interest from previous periods. It is the fundamental force behind long-term wealth building — and the reason starting early matters so much more than investing larger amounts later. Einstein reportedly called it the eighth wonder of the world, and while that attribution is disputed, the mathematical power is not.

The difference between simple and compound interest grows dramatically over time. Investing £10,000 at 7% simple interest gives you £17,000 after 10 years. With compound interest, the same investment grows to £19,672 — and after 30 years, the gap is £31,000 versus £76,123. The Rule of 72 provides a quick mental shortcut: divide 72 by the annual return rate to estimate how many years it takes to double your money. At 7%, your money doubles roughly every 10.3 years.

How to Use This Calculator

  1. Enter your initial investment (lump sum)
  2. Add any regular monthly or annual contributions
  3. Set the expected annual interest/growth rate
  4. Choose the compounding frequency (monthly, quarterly, or annually)
  5. Set the time period and view the growth chart showing contributions vs compound growth

Key Facts

More frequent compounding produces slightly higher returns — monthly compounding at 6% yields an effective annual rate of 6.17%. A 25-year-old investing £200/month at 7% until age 65 accumulates approximately £480,000, of which only £96,000 is contributions — the rest is compound growth. Starting the same contributions at 35 yields only £227,000. This demonstrates why time in the market, not timing the market, is the most reliable wealth building strategy. Within an ISA, all growth is tax-free, maximising the compound effect.

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