SabiCalc
CPI 2000 = 100 · updated 27 Jun 2026

Naira Inflation Calculator. What your money is really worth now.

Amount of money
₦
In this year
Is worth, in
₦1,000,000 in 2014 · in 2026 prices
₦6,812,654
Cumulative inflation581.3%
Equivalent every year17.3%/yr
₦1,000,000 of 2014 buys today₦146,786
Span12 years
−85.3%
of its value gone. To match what ₦1,000,000 bought in 2014, you now need ₦6,812,654. That gap is why money left idle in a current account quietly shrinks, and why naira savers chase yields that at least keep pace.

How this calculator works

Inflation is just the price level rising over time, and the standard way to measure it is a Consumer Price Index (CPI): a basket of everyday goods and services priced each year and expressed as an index number. If the index doubles between two years, it took twice as many naira to buy the same things at the end as at the start. This calculator takes the amount and year you enter, looks up the index for that year and for the comparison year, and multiplies your amount by the ratio between them. The result is the sum that holds the same buying power in the later year's prices.

Beyond the headline figure, it shows three things people actually want to know. Cumulative inflation is the total percentage rise in prices across the span. The equivalent yearly rate is the single constant inflation rate that would produce that same total, which makes very different periods comparable. And lost value is the flip side: the share of buying power a naira shed over the period, the number that tends to surprise people most when they see a decade laid out at once.

One honest caveat about the data. The index here is reconstructed from published NBS and IMF annual-average inflation rates, and Nigeria's National Bureau of Statistics rebased its CPI in 2025, which shifts the headline series. So treat these as well-grounded estimates for a sense of scale, not audited official figures. The pattern they show, a naira that buys a small fraction of what it did ten or twenty years ago, is not in doubt. Estimates only, not financial advice.

A worked example from the series behind this page: ₦1,000,000 in 2014 needs about ₦6,812,654 in 2026 to buy the same basket, a cumulative 581% of inflation at an average of about 17.3% a year. Put the other way, money left idle since 2014 has lost roughly 85% of its buying power. Run your own amount and years above.

Frequently asked questions

What is ₦1 million from 2014 worth today?
Using annual-average CPI inflation, ₦1,000,000 in 2014 has the same buying power as roughly ₦6.8 million in 2026 prices. Put the other way, the naira lost about 85% of its value over that span, an equivalent of around 17% inflation every year. Enter your own amount and years above for the exact figure on this index.
How is the inflation-adjusted value calculated?
It uses a Consumer Price Index (CPI), which tracks the price level each year. The adjusted value is your amount multiplied by the ratio of the two years' index values: amount times index of the later year divided by index of the earlier year. So if prices roughly doubled between two years, the index doubles, and the same buying power needs twice the naira.
Why has the naira lost so much value?
Nigeria has run high inflation for years, driven by currency devaluation, fuel and import costs, money supply growth and food prices. Inflation stayed in double digits through most of the 2010s and accelerated past 20 to 30 percent after 2022 as the naira was floated and subsidies were removed. Compounded over a decade, even mid-teens inflation cuts buying power to a fraction.
How much is annual inflation in Nigeria?
It varies year to year. Annual-average inflation ran around 8 to 16 percent through the 2010s, then climbed sharply, reaching the mid-20s to low-30s percent in 2023 and 2024. The calculator also shows the equivalent constant yearly rate across whatever span you pick, which smooths those swings into a single comparable number.
How accurate is this naira inflation calculator?
It is an illustration, not an official series. The index is reconstructed from published NBS and IMF annual-average inflation rates, and the National Bureau of Statistics rebased its CPI in 2025, so long-run comparisons across the rebasing are approximate. Treat the output as a clear sense of scale rather than an exact, audited figure.

More SabiCalc tools

Method: Adjusted value = amount × (CPI of target year ÷ CPI of start year). Index reconstructed from NBS/IMF annual-average inflation, 2000 = 100, latest 2026. NBS rebased its CPI in 2025, so cross-rebasing comparisons are approximate. Estimates only, not financial advice.