Free calculator

Compound interest calculator

What regular investing could become - with fees counted, contributions that can rise, and an honest today’s-money view one tap away.

Your numbers

Starting amount£10,000
Monthly contribution£200
How long it grows20 years
Growth rate5% a year
Diversified investment portfolios have historically returned around 5-7% a year before inflation; cash savings much less.

A pot like this changes when work becomes optional. Carry these numbers into the retirement age calculator.

See your retirement age

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Updated for the 2026/27 tax year

How does this compound interest calculator work?

It compounds your starting amount and monthly contributions at a true annual rate, minus fees, and shows the result in both future pounds and today’s money.

Step 1

Grow the starting pot

Your starting amount grows at the rate you choose, minus any fees, compounding monthly. The rate is a true annual figure - 5% means exactly 5% after a year.

Step 2

Add contributions

Contributions join at the end of each month and immediately start compounding themselves. Set an annual increase and they step up each year, the way a pay rise might flow through.

Step 3

Draw both lines

The chart shows what your pot is worth and what you actually paid in. The widening gap between them is compounding doing its work.

The Future £ / Today’s £ toggle is the honest part. Future pounds are the number a statement would show; today’s pounds are what that statement would actually buy, after inflation at the rate in the assumptions. Long projections look dramatically different through that lens, and we think you should see both before making plans.

What could the default example grow to?

£10,000 to start and £200 a month at 5% a year reaches £107,694 after 20 years - of which only £58,000 is money you paid in. Growth contributed £49,694, nearly as much as you did.

Total paid in

£58,000

£10,000 up front plus £200 a month for 20 years.

Pot after 20 years

£107,694

At 5% a year, compounding monthly - the number a statement would show.

In today's money

£65,722

What that statement would actually buy after 2.5% inflation - still well ahead of what you paid in, but a usefully humbler number than the headline.

Why do time, fees and rising contributions matter so much?

Because compounding works on all of them, in both directions. Take Leo, who starts from zero and invests £300 a month at 7% for 30 years - paying in £108,000 in total.

Leo's baseline - £300/mo at 7%

£350,836 after 30 years

More than two-thirds of the final pot is growth he never had to earn - compounding is back-loaded, and the later years do the heavy lifting.

With contributions rising 3%/yr

£481,438 after 30 years

Nudging the contribution up 3% each year - £9 more a month in year two - adds over £130,000, for increases he’d barely feel.

With 1%/yr fees

£292,354 after 30 years

A fund quietly charging 1% a year costs him £58,482 - more than half of everything he contributed - for nothing he’d ever notice on a statement.

Rate, fees, time and escalation are the whole game, and every one of them is a slider on this page.

Where does this fit in a retirement plan?

Compound growth is the engine behind every retirement projection on this site - this page answers “what could my investing become?”.

The retirement age calculator answers the question behind it - “when does that pot make work optional?” - counting your State Pension and the bridge years properly. And if you’re not sure what monthly amount is realistic, the disposable income calculator works it out from your salary and essential bills. For the size of pot to aim at in the first place, read how much you actually need to retire in the UK.

Common questions

What is compound interest?

Growth on your growth. In year one your money earns a return; in year two the return earns its own return, and so on. Early on the effect looks unremarkable - the default example above earns more in its final five years than in its first ten. That back-loading is why starting early and staying invested matter more than picking the perfect fund.

Does this calculator compound monthly or annually?

We treat your growth rate as an annual figure and convert it to an exact monthly equivalent, then add your contributions at the end of each month. So 5% a year means precisely 5% after twelve months - unlike calculators that divide by twelve, which quietly overstate the outcome.

What growth rate should I use?

Diversified investment portfolios have historically returned around 5-7% a year before inflation and fees over long periods; equity-heavy portfolios sat at the top of that range with bigger swings along the way. Cash savings accounts return far less, especially after inflation. Whatever you pick, it’s an assumption, not a promise - try a range and look at the spread.

Why does the today's money toggle matter?

Because £107,694 in twenty years won’t buy what £107,694 buys today. At 2.5% inflation it buys what £65,722 buys now - still excellent, but a very different number to plan around. Most calculators only show the big future figure; we think you should see both.

How much difference do fees really make?

Compounding works on costs too. £300 a month for 30 years at 7% grows to £350,836 with no fees - but £292,354 if 1% a year goes in charges. That’s £58,482, roughly 16 years of those contributions, for nothing you’d ever notice on a statement. Set the fees field to your fund’s real number and look.

Can I use this as an ISA calculator?

Yes. A stocks and shares ISA is a wrapper around exactly this kind of investing, with growth and withdrawals free of UK tax. The annual ISA allowance is £20,000 (about £1,666 a month), so most of the scenarios this calculator models fit entirely inside one. Above that, pensions and general accounts enter the picture.

What is the contribution increase setting?

It raises your monthly contribution once a year, the way a pay rise naturally could. It’s quietly powerful: £300 a month at 7% for 30 years reaches £350,836 flat, but £481,438 if the contribution rises just 3% a year - an extra £130,000 for increases you’d barely feel.

Is my data stored anywhere?

No. The calculator runs entirely in your browser and nothing you type is sent to our servers. If you choose to email yourself the results, we send your email address and the link to your scenario - that’s the only data that leaves the page, and only when you ask.

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MyRetireAge provides information and guidance, not financial advice. Projections are estimates based on the assumptions shown and are not guaranteed. Capital is at risk when investing. See our terms.