Savings Growth Calculator UK

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What could my savings grow to?
See how consistent saving compounds over time — savings growth calculator

Compound interest is the most reliable force in personal finance — but it's almost impossible to visualise without seeing the numbers. This tool shows you not just the end balance, but when the real growth starts, how much is interest versus contributions, and what inflation does to the real value of what you're building.

Savings Details
£
£
TRY A SCENARIO
Final Balance
£0
You Contributed
£0
Compound Growth Added
£0
0%Total return on contributions
£0Real value (today's £, 3% inflation)
£0Real gain above inflation
Balance Over Time
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How compound interest works — and why it accelerates

Compound interest means you earn interest not just on your original deposit, but on all the interest you have already earned. This creates a snowball effect: in the early years, growth is slow because the balance is small. In later years, the same percentage rate is applied to a much larger balance, generating substantially more interest in absolute terms.

On a £10,000 deposit at 5% annual interest, you earn £500 in year one. By year 10, assuming monthly compounding and no additional contributions, the balance is £16,470 and the interest in that year alone is £783. By year 20 the balance is £27,126 and annual interest is £1,290. The rate hasn't changed — the base it applies to has. This is why starting early matters far more than starting with a large sum.

The crossover point: In most long-term savings scenarios, there comes a year where the interest earned exceeds the amount you contribute yourself. At that point, your money is doing more work than you are. The calculator identifies this crossover year — it's one of the most motivating milestones in long-term saving.
Monthly vs annual compounding — does it matter?

The frequency with which interest is calculated and added to your balance affects the final outcome, though for most savings accounts the difference is modest. Monthly compounding means interest is calculated on the current balance each month and added to it, so subsequent months earn interest on a slightly larger total. Annual compounding adds interest only once a year.

On £10,000 at 5% over 10 years: annual compounding produces £16,289; monthly compounding produces £16,470 — a difference of £181. Over longer periods and higher balances the difference grows, but it is rarely the deciding factor when choosing between accounts. The rate itself matters far more than the compounding frequency. Most UK savings accounts use monthly or annual compounding — check the account terms or AER (Annual Equivalent Rate), which standardises the effective rate regardless of compounding frequency.

AER, gross rate, and what the numbers actually mean

UK savings accounts advertise two rates: the gross rate (the annual interest rate before tax) and the AER (Annual Equivalent Rate), which accounts for how often interest is compounded. When comparing accounts, always use the AER — it is the standardised figure that allows like-for-like comparison regardless of whether interest is paid monthly, quarterly, or annually.

Interest on savings outside an ISA is paid gross and counts as taxable income. Basic rate taxpayers have a £1,000 Personal Savings Allowance (PSA) — meaning the first £1,000 of savings interest each tax year is tax-free. Higher rate taxpayers have a £500 PSA. Additional rate taxpayers have no allowance. Above these thresholds, interest is added to your income and taxed at your marginal rate. At 4.5% AER, you would need around £22,000 saved to exceed the basic rate PSA — so for most savers, tax on savings interest is not a current concern.

Cash ISA removes the tax question entirely. Savings held within a Cash ISA earn interest completely free of income tax — no PSA, no reporting, no limit on the interest amount. The annual ISA allowance is £20,000 (reducing to £12,000 for under-65s from April 2027). For higher earners or those building large savings pots, the ISA wrapper is more valuable the higher your marginal tax rate.
Real returns — what your savings are actually worth

The nominal balance shown in the calculator is what your account will show. The real value — shown adjusted for 3% inflation — is what that balance is worth in terms of today's spending power. If inflation averages 3% and your savings earn 4.5%, your real return is approximately 1.5% per year. If inflation runs at 4% and your account pays 4%, you are treading water in real terms despite your balance growing.

This is particularly relevant for long-term savings goals. A house deposit target of £30,000 today will need to be higher in five years if property prices keep pace with inflation. Building your savings target with inflation in mind — rather than a fixed nominal figure — gives a more accurate view of whether you are genuinely making progress.

Choosing the right account for your timeline

The optimal savings account depends on how long you can leave the money untouched. Easy access accounts pay competitive rates and allow withdrawals at any time — currently the best pay around 4.5–4.75% AER. Fixed-rate bonds lock your money for a set term (typically 1–5 years) in exchange for a higher rate and rate certainty. At current rates, the premium for fixing for 1 year over easy access is small — around 0.1–0.2%. For 5-year fixes the premium has been slightly larger.

For short-term goals (under 2 years), easy access or a short-term fixed bond makes sense. For medium-term goals (2–5 years), a fixed bond or cash ISA with a competitive rate locks in your return. For goals beyond 5 years, a Stocks and Shares ISA invested in diversified index funds has historically returned 7–9% annually — significantly above any cash savings rate — though with short-term volatility. Use this calculator to see how much that rate difference compounds over your chosen timeframe.

Frequently Asked Questions
What savings rate should I use in the calculator?
For cash savings, use the AER of the account you are considering or the current best available rate. For medium-term planning, 4–5% is a reasonable assumption for easy access or short-term fixed accounts at current Bank of England base rates. For long-term projections (10+ years), consider whether cash rates are likely to be lower than current levels — historically, easy access rates have averaged closer to 2–3% over full economic cycles. For Stocks and Shares ISA modelling, 6–8% nominal is commonly used as a long-term equity return assumption, with 7% often cited as a central estimate for a global index fund. Use the rate comparison feature to see how sensitive your outcome is to different assumptions.
How much does starting early really matter?
The impact is larger than most people expect. Someone saving £300 per month from age 25 to 65 at 6% accumulates around £593,000. Starting at 35 instead and saving the same amount produces around £302,000 — less than half, despite only a 10-year delay. The first decade of contributions has 40 years to compound; the later decades have less time. This is why financial advisers consistently emphasise starting early over starting with a larger amount. Even small, consistent contributions from a young age outperform larger later contributions in most scenarios.
What is the difference between a Cash ISA and a regular savings account?
Both pay interest on your deposits, but a Cash ISA shelters that interest from income tax permanently. Outside an ISA, savings interest counts as income and — above the Personal Savings Allowance (£1,000 for basic rate, £500 for higher rate) — is taxed at your marginal rate. Inside a Cash ISA, interest is completely tax-free regardless of amount, and there is no reporting requirement. You can save up to £20,000 per tax year across all ISA types (cash, stocks and shares, Lifetime). Rates on Cash ISAs are generally slightly below equivalent easy access accounts, but the tax-free wrapper often compensates for higher-rate taxpayers or larger balances.
Is it better to make one large deposit or save monthly?
Both matter, but for most people monthly contributions are more powerful than waiting to accumulate a lump sum. Regular monthly contributions benefit from pound-cost averaging in investment accounts and from continuous compounding in savings accounts. A £10,000 lump sum deposited today will grow, but adding £300 per month on top compounds on an ever-growing base. The calculator models both simultaneously — you can set an initial deposit of £0 and model monthly-only, or set monthly to £0 and model a lump sum, to compare the two approaches for your specific numbers.
What happens to my savings if my bank fails?
UK savings held with authorised banks, building societies, and credit unions are protected up to £120,000 per person per institution under the Financial Services Compensation Scheme (FSCS), as of December 2025. If your bank fails, FSCS pays out the protected amount — typically within 7 days for most deposits. If you have more than £120,000 in savings, spread it across multiple FSCS-protected institutions. Some institutions share FSCS authorisation (for example, Halifax and Bank of Scotland are both part of Lloyds Banking Group), so the £120,000 limit applies to the combined total, not each brand separately. Check the FSCS register at fscs.org.uk to confirm which institution your provider is authorised under.

Frequently asked questions

How does compound interest work on UK savings accounts?
Compound interest means you earn interest on your interest. A £10,000 deposit at 4.5% AER grows to approximately £15,530 after 10 years — earning £5,530 vs £4,500 with simple interest.
What is AER and how does it differ from gross rate?
AER (Annual Equivalent Rate) is the standardised rate showing annual earnings accounting for compounding frequency. It allows direct comparison between accounts that compound at different intervals.
How much do I need to save to reach £100,000?
Starting from zero, saving £400/month at 4.5% AER reaches £100,000 in approximately 17 years. With a £10,000 lump sum to start, you reach it in around 14 years.