UK Inflation Calculator

This UK inflation calculator converts money between two years using ONS CPI or RPI: today's equivalent, total and annual inflation, and purchasing power lost.

UK Inflation Calculator
£
Advanced options
%
Equivalent amount in the to year —
Increase in cash terms —
Total inflation over the period —
Average annual inflation —
What that money buys in from-year terms —
Purchasing power lost —
Years covered —
Index ratio —

We always strive to use the latest data for every variable so our results and reports are as accurate as possible. Even so, errors are possible — you should not rely on this tool or its report alone, and we accept no liability for any decision made based on it.

What it does

The UK Inflation Calculator converts an amount of money between two years, showing what it would take today to match the spending power of a past sum and how much purchasing power has been lost.

Data sources & parameters

The figures below drive this calculator. We keep them aligned with the latest official guidance, and each result recalculates automatically whenever a value changes.

ParameterValueSourceLast updated
ONS CPI all-items index series referenceRate scheduleons.gov.ukEffective 2026-04-06Verified 2026-09-06 against ONS dataset MM23: series D7BT is "CPI INDEX 00: ALL ITEMS 2015=100".
ONS RPI all-items index series referenceRate scheduleons.gov.ukEffective 2026-04-06Base added 2026-09-06. CHAW is RPI All Items Index: Jan 1987=100, a single-month base, while CPI D7BT uses the 2015 calendar-year average. Without the base the RPI fallback silently reported no inflation at all.

We always strive to use the latest data for every variable so our results and reports are as accurate as possible. Even so, errors are possible — you should not rely on this tool or its report alone, and we accept no liability for any decision made based on it.

The formula

Equivalent amount = amount × (index in to year ÷ index in from year); average annual inflation = ratio^(1 ÷ years) − 1

How it works

It divides the ONS index level in the to year by the level in the from year to get an index ratio, then applies that ratio to your amount. If you do not have the index levels to hand, it can compound an average annual inflation rate over the same number of years instead.

Where it is used

  • Comparing a past salary or price with today's money
  • Checking whether a pay rise beat inflation
  • Seeing how much purchasing power cash savings have lost

Worked example

£1,000.00 in 2,015 has the same spending power as … in 2,026 — total inflation of … over … years, or … a year.

What would an old sum of money be worth now? This calculator converts an amount between any two years using the Office for National Statistics price indices, reports total and annual inflation over the period, and shows how much purchasing power a fixed sum has lost.

How inflation converts money between years

A price index sets a reference point at 100 and expresses every other period relative to it. The CPI all items series, ONS code D7BT, uses 2015 as its base, so an index of 135 means the basket costs 35% more than in 2015. The RPI all items series, code CHAW, works the same way but is based on the single month of January 1987, which is why its level is much higher. The levels of the two series cannot be compared with each other, because they start from different points; only the percentage change within one series means anything, and the calculator only divides two levels from the series you select.

Converting money between two years is then one division. Divide the later index by the earlier one to get the ratio between the two years’ money, and multiply your amount by it. From 100 to 135 the ratio is 1.35, so £1,000 becomes £1,350. In the other direction, £1,000 in the later year has the spending power of about £741 in earlier-year money.

That second figure is the one people underestimate. Total inflation of 35% does not remove 35% of your purchasing power; it removes about 26%, because the loss is measured against the larger, later number. Mixing up the two directions is the most common mistake in inflation comparisons.

Total inflation versus annual inflation

A 35% rise sounds alarming until you spread it over eleven years, when it is under 2.8% a year. A modest-sounding 4% a year, on the other hand, compounds to about 48% over a decade. Both are true; which is useful depends on the question.

For judging a pay rise, the annual figure is the one to beat: if inflation ran at 2.8% and your rise was 2%, your pay fell in real terms. For a long-held cash balance or a fixed pension, the total figure shows the gap that has actually opened up. The tool reports both, along with the index ratio so you can check the arithmetic.

CPI, RPI and which one to use

CPI is the headline measure. The Bank of England targets it at 2%, benefits are uprated by it, it is one of the three tests in the State Pension triple lock, and it is what most commentary means by the inflation rate. RPI is an older measure that includes mortgage interest and council tax and uses a different averaging formula, so it tends to run above CPI, historically by around a percentage point.

RPI lost its status as a national statistic and is due to be aligned with CPIH from 2030, but many contracts still refer to it, including index-linked gilts, some commercial leases, regulated rail fares and student loan interest. If you are checking a figure a contract calculates, use the measure the contract names.

Because both series are published by the ONS rather than fixed by law, the tool stores the series codes and the CPI base as parameters and asks you for the two index levels. You can see exactly which two numbers produced the answer and check them against the ONS website.

Using the average rate method

When the period runs into the future there is no index to look up. Switching to an average annual rate compounds a percentage over the years between your dates instead, which suits questions such as what a £30,000 income needs to become in fifteen years to keep its value, or what a fixed annuity will be worth late in retirement.

Treat the result as a scenario. Actual inflation is uneven: the UK saw years close to zero in the mid-2010s and around 9% in 2022, and an average hides that. Running the calculation at two or three rates gives a more honest range than one number.

Why your own inflation rate differs

A price index follows a basket weighted to the average household, and nobody is the average household. If a large share of your spending goes on rent, energy, food or childcare and those prices rise faster than the index, your personal inflation rate is higher than the published one, sometimes by several percentage points when energy prices move sharply.

This is systematic. Lower-income households spend a bigger share of their budget on essentials, which were the categories that rose most in 2022 and 2023, so they faced higher inflation than the headline figure. Higher-income households, with more discretionary spending, faced less. The index averages them, so treat the equivalent amount as a benchmark rather than a measure of what happened to your own money.

What this UK inflation calculator shows

The chart traces your amount from the start year to the end year at the implied annual rate, finishing on the equivalent amount. Because inflation compounds, the gap between the original sum and the rising line widens each year, which over a decade or more is the main argument for holding long-term savings in something that grows rather than in cash.

Use the results for planning and comparison. This is not financial advice, and an index average will never exactly match the inflation a particular household experiences.

About This UK Inflation Calculator

Use this UK inflation calculator to get an instant, accurate estimate. The figures follow official guidance and every rate and threshold is kept up to date for 2026. Adjust the inputs above to match your situation, or browse all our calculators to plan your next step.

Tax year 2026

Frequently asked questions

What is the difference between CPI and RPI?
CPI is the headline measure of consumer price inflation and the one the Bank of England targets. RPI is an older measure that includes some housing costs, uses a different averaging formula and has lost its status as a national statistic. RPI generally runs above CPI, which matters because some index-linked contracts, rail fares and student loan interest still refer to it.
Where do I find the ONS index levels?
The ONS publishes both series on its website: CPI all items is series D7BT and RPI all items is series CHAW, both in the MM23 dataset. Each page lists annual averages as well as monthly values. Take the figure for your start year and your end year, enter them here, and the tool does the rest.
How is the equivalent amount worked out?
It is a straight index ratio. Divide the index in the later year by the index in the earlier year and multiply your amount by the result. If the index rose from 100 to 135, the ratio is 1.35, so £1,000 in the earlier year has the same spending power as £1,350 in the later year.
What if I do not have the index levels?
Switch the method to an average annual rate and enter a percentage. The tool compounds that rate over the years between your two dates. It is less precise than published index levels, because real inflation varies from year to year, but it is useful for questions about the future, where no index exists yet.
Why does my money buy less than the headline figure suggests?
Price indices track a representative basket, not yours. If your spending leans towards categories that rose faster than average, such as rent, energy, food or childcare, your personal inflation rate is higher than the published figure, which is an average across all households.
Can I use this to check a pay rise?
Yes. Enter your old salary, the two years and the index levels. If the equivalent amount is higher than your new salary, the rise did not keep up with inflation and your pay fell in real terms. The average annual inflation figure is the rate a pay rise has to beat to leave you no worse off.

About the author

Taha Kheirandish

Written and reviewed by

Taha Kheirandish

Economics student and independent researcher

Taha Kheirandish reads tax codes the way other people read maps — to find out where a system actually leads, not where it claims to go.

He is an economics student, and his work here is comparative by design. A pension deferral bonus in Quebec, a commuting allowance in Germany, a rent-increase ceiling in the Netherlands: each is a decision a government made about how money should move, and each reads differently once you set it beside eight others. He builds and checks these calculators across nine markets from primary sources — the regulation rather than a summary of it, the ministry’s own circular rather than a news item quoting it.

That is the editorial standard of the site as well as his habit. Every rate, threshold and bracket here carries the document it was read from and the date it takes effect, and gets re-checked when the law moves rather than when someone happens to notice.

He is a researcher, not a licensed adviser, and nothing on this site is personal financial advice. It is arithmetic done carefully with its sources shown — so that you can check it, and take it to someone who is.

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