Pension Tax Relief Explained: How to Get Up to 45% Back (2026/27)
Understand pension tax relief for 2026/27: how relief works at 20%, 40% and 45%, the Annual Allowance, carry forward and…
This pension pot calculator shows roughly how large your retirement savings could become if you keep paying in and let the money grow. You enter your current pot, what you and your employer add each month, the years left until you stop work and an assumed growth rate, and it projects a future value. It is built for anyone with a workplace pension, a personal pension or a SIPP who wants a clear picture rather than a vague hope.
The figures are estimates: real returns, charges and inflation all vary, so treat the result as a planning guide, not a promise.
Charges drag on growth - typical 0.3%–0.75%.
Shows what the pot is worth in today's spending power.
Annual withdrawal as % of pot (4% is a common rule of thumb).
Projected pot at retirement
in years, at net growth
Estimated retirement income
per year
per month
Projection only - returns are not guaranteed. Usually 25% can be taken tax-free at retirement.
The Pension Pot Calculator does more than show a number. Below your result it explains what your figures mean in practice - your effective and marginal rates, any allowances or thresholds you are close to, and the specific steps to take next. Enter your details above and the guidance updates to match your situation.
Do this next, in order
Estimates only - not financial or tax advice. Confirm figures on GOV.UK or with an adviser.
| Year | Paid in | Growth | Pot value |
|---|---|---|---|
| Scenario | Pot at retirement | Tax-free | Income/yr | |
|---|---|---|---|---|
Enter your details in the tool above to get an instant projection. Start with your current balance (check your latest pension statement), add your regular monthly contribution including anything your employer pays, set how many years until you plan to retire, and pick a growth rate. The pension pot calculator then estimates what your fund could be worth on the day you stop work.
Two things are happening at once: the money already in your pot keeps growing, and every new contribution starts growing too. The calculator adds both together.
The maths behind it is compound growth. Your existing pot follows this formula:
Future pot = Current pot × (1 + growth rate)years
Your stream of monthly contributions is treated as a regular investment that compounds over time:
Future value of contributions = Yearly contribution × [ ((1 + growth rate)years − 1) ÷ growth rate ]
Add the two results together and you have the projected pot. Because each year's growth earns growth of its own, the curve gets steeper the longer you leave it — which is why starting early matters far more than paying in large amounts late. If you want to see the pure effect of that snowball on any lump sum, our compound interest calculator breaks it down year by year.
One important point: contributions into a UK pension usually attract tax relief, so the amount that actually lands in your pot is bigger than what leaves your bank account. A basic-rate taxpayer paying £240 from take-home pay has it grossed up to £300 in the pension (because £240 ÷ 0.80 = £300). Higher-rate taxpayers can claim more back through their tax return. Our pension tax relief calculator shows exactly how much the government adds for your salary.
Sarah has £30,000 in her workplace pension. Between her own pay and her employer's contribution, £400 a month (£4,800 a year) goes in. She plans to retire at 67, so she has 32 years to go, and she assumes 5% average annual growth after charges.
Sarah pays in £4,800 × 32 = £153,600 of her own money over those years. The other £350,782 is growth. That gap is the whole point of starting in your thirties rather than your fifties.
Keep everything about Sarah the same but assume 3% growth instead of 5%, perhaps because charges are higher or markets are weaker:
The same savings habit produces around £175,000 less. Two percentage points does not sound like much, but over three decades it reshapes your retirement. This is why people pay close attention to annual management charges — a 1% fee is effectively a 1% cut to your growth rate every single year.
Using Sarah's 5% scenario, here is how the pot grows in stages. Notice how the later decades add far more than the early ones, even though the contribution never changes.
| Age | Years invested | Projected pot |
|---|---|---|
| 35 | 0 | £30,000 |
| 45 | 10 | £109,240 |
| 55 | 20 | £238,315 |
| 67 | 32 | £504,382 |
Between 55 and 67 the pot more than doubles, despite only £57,600 of fresh contributions going in over those years. That acceleration is compounding doing the heavy lifting.
For the official rules on how pension tax relief works, see GOV.UK pension tax relief, and for free, impartial guidance on retirement planning the government-backed MoneyHelper pensions service is a good starting point.
Pension tax relief and the annual allowance are UK-wide, but the income tax you reclaim and the tax you eventually pay on withdrawals depend on where you live. Scotland sets its own income tax rates and bands, so a Scottish higher-rate taxpayer may reclaim relief at a different rate from someone in England, Wales or Northern Ireland. The projection of the pot itself is the same wherever you live; only the tax treatment around it shifts.
These projections are estimates for guidance only and are not personal tax or financial advice. Investment returns are not guaranteed, and you should consider speaking to a regulated adviser before making decisions about your pension.
This is deliberately narrow: what will the pot itself be worth, without modelling income, drawdown or the State Pension. It is the building-phase view, useful for a quick check on whether current contributions are heading anywhere near the target.
The most instructive way to use it is to change one thing at a time. Adding £100 a month, or retiring two years later, or shaving 0.5% off the fee — run each separately and the relative power of the three becomes obvious. For most people mid-career, the fee change is the smallest lever and the extra contribution the largest.
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