UK Tools

Finance & Money

Compound Interest / Savings Calculator

Compound interest is interest earned on both your original money and the interest already added. Over years, regular contributions plus compounding can grow a savings or investment pot far more than a single lump sum alone.

This free calculator projects a future balance from a starting amount, optional monthly contributions, an annual rate, term and compounding frequency (monthly, quarterly, annually or daily). Results update in your browser — nothing is uploaded.

Figures are illustrative. Real products have fees, tax, variable rates and market risk. Use the tool to compare “what if” scenarios, not as a guaranteed forecast.

Interactive tool

Compound interest formula · illustrative growth only

Real savings and investments charge fees, may be taxed, and returns are not guaranteed. Use this to compare scenarios, not as a forecast.
Examples:

Can be 0 for lump sum only

Projected balance

Future value£39,291.50
Total contributed£29,000.00
Interest earned£10,291.50
Growth multiple1.35×

Illustrative only. Does not model ISA/pension tax wrappers, inflation, variable rates, fees or sequence of returns risk.

How to use this tool

  1. Enter your starting balance (use 0 if you only contribute monthly).
  2. Add any regular monthly contribution.
  3. Set the expected annual interest or growth rate and the number of years.
  4. Choose how often interest compounds.
  5. Review future value, total contributed and interest earned; copy results to compare plans.

Why compounding matters

If you invest £1,000 at 5% compounded annually, you have about £1,050 after one year. In year two, interest is calculated on £1,050, not just the original £1,000. Over decades, that snowball effect is powerful — especially when you keep adding contributions.

Compounding more frequently (for example monthly vs annually) slightly increases the effective annual yield for the same nominal rate. Monthly contributions are modelled as regular additions spread across the year according to the compounding schedule.

Inflation reduces purchasing power over time. A balance that grows at 4% while inflation is 3% only gains about 1% in real terms before tax and fees. ISAs and pensions can change the tax outcome — this tool ignores tax wrappers.

Frequently asked questions

What formula does this use?
Future value of a lump sum with compound interest, plus the future value of a level contribution stream using the standard annuity formula for the chosen compounding frequency.
Are returns guaranteed?
No. Investments can fall as well as rise. Savings rates change. Treat results as illustrative only.
Does this include tax or fees?
No. Platform fees, fund charges, tax on interest or gains, and inflation are not deducted.
Can I model only monthly saving with no lump sum?
Yes. Set the starting amount to 0 and enter your monthly contribution.
Is my data stored?
No. Calculations stay in your browser.