UK Interest Calculator
Estimate savings growth with monthly deposits, compounding, tax assumptions, and inflation adjustment.
Assumes monthly deposits are made at the end of each month and interest rates remain constant.
How to use this interest calculator UK tool
This calculator helps you estimate how your savings could grow over time. Enter your starting amount, add a monthly contribution, set your expected interest rate, and choose your term. You can also compare compound interest versus simple interest, and include a rough tax and inflation estimate.
For UK savers, this is useful when comparing easy-access savings accounts, fixed-rate bonds, regular savers, and Cash ISAs.
Why compound interest matters
Compound interest means you earn interest on your original deposit and on past interest. Over longer periods, compounding can significantly increase your final balance.
Simple vs compound in plain English
- Simple interest: you earn interest only on your principal (money you put in).
- Compound interest: your interest also earns interest.
Even at the same annual rate, compound interest usually produces a higher final value.
UK-specific points to understand
1) AER vs gross rate
In the UK, accounts are often advertised with AER (Annual Equivalent Rate). AER makes rates easier to compare because it includes compounding effects over a year. A gross rate may be lower-looking but paid more frequently, which changes effective growth.
2) Personal Savings Allowance (PSA)
Most people can earn some savings interest tax-free outside an ISA:
- Basic-rate taxpayers: up to £1,000
- Higher-rate taxpayers: up to £500
- Additional-rate taxpayers: £0
This calculator applies a simplified PSA estimate for planning. Actual tax can vary based on total income and personal circumstances.
3) Cash ISA treatment
Interest earned in a Cash ISA is generally tax-free in the UK. If you select “Cash ISA,” this calculator sets estimated savings-interest tax to zero.
How to interpret your results
- Final balance: projected account value at the end of the term.
- Total paid in: your initial deposit plus all monthly contributions.
- Total interest earned: growth from the interest rate assumptions.
- Estimated tax: rough savings-interest tax for taxable accounts.
- Inflation-adjusted value: what your future balance may be worth in today’s money.
Example scenario
Suppose you start with £5,000, add £200 monthly, and earn 4.5% for 10 years. The calculator will show:
- How much comes from contributions versus interest
- How much compounding helps over time
- A year-by-year projection table so you can see momentum build
This can be useful when setting realistic savings goals for an emergency fund, house deposit, or medium-term investing.
Tips to improve your savings outcome
Automate monthly contributions
A standing order right after payday can make saving consistent and reduce temptation to spend first.
Compare rates regularly
Rates change frequently. Reviewing your account every few months can improve long-term returns.
Use tax wrappers efficiently
If appropriate for your situation, using ISA allowance can protect interest from tax and increase net growth.
Increase deposits over time
Even a small annual increase in monthly savings can have a meaningful long-term impact.
Limitations and assumptions
No calculator can predict the future exactly. This tool assumes:
- Constant interest and inflation rates
- Regular monthly contributions
- Simplified tax treatment
Real-world outcomes vary with changing rates, account terms, fees, and your tax position. Treat this as a planning estimate, not financial advice.
Frequently asked questions
Is this a loan interest calculator UK tool?
This version is designed for savings growth. Loan calculations typically use repayment schedules and APR, which work differently.
Does this calculator use monthly or annual compounding?
You can choose the compounding frequency. The model then converts that to an effective monthly growth rate for simulation.
Why include inflation?
Inflation reduces purchasing power over time. A balance can grow in pounds but still buy less in real terms.