Inflation Calculator, US Dollar Purchasing Power (1800–2025)

By the MoneyCalcsHub editorial teamLast updated:

See what money in one year is worth in another, official US CPI from 1913 and historical estimates back to 1800.

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Result

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Formula

equivalent = amount × CPI(end year) / CPI(start year), CPI-U annual averages

Examples

InputResult
$1,500 in 1880 → 2025$47,368
$100 in 1892 → 2025$3,540
$10,000,000 in 1898 → 2025$388,070,154
$100 in 1899 → 2025$3,881
$1 in 1911 → 2025$33.91
$100 in 1955 → 2025$1,202
$1,000 in 1957 → 2025$11,460
$100,000 in 1968 → 2025$925,576
$100 in 1991 → 2025$236.39
$10,000 in 2001 → 2025$18,182
$1,000 in 2006 → 2025$1,597

$1 through history, purchasing power in 2025 dollars

Anchor yearEquivalent in 2025
$1 in 1800$25.55 in 2025
$1 in 1850$41.29 in 2025
$1 in 1899$38.81 in 2025
$1 in 1900$38.35 in 2025
$1 in 1913$32.58 in 2025
$1 in 1920$16.06 in 2025
$1 in 1940$22.98 in 2025
$1 in 1950$13.38 in 2025
$1 in 1970$8.29 in 2025
$1 in 1980$3.91 in 2025
$1 in 1990$2.46 in 2025
$1 in 2000$1.87 in 2025
$1 in 2010$1.48 in 2025
$1 in 2020$1.24 in 2025

What is it worth today?, amount × year matrix (in 2025 dollars)

Find your amount along the top and the starting year down the side, the cell is what that sum of money is worth today. Every figure uses the calculator's CPI series: official US CPI-U from 1913 onward and historical estimates for earlier years, as explained below.

Year$1$10$100$1,000$10,000$15,000$100,000$300,000$1,000,000
1800$25.55$255.51$2,555$25,551$255,510$383,265$2,555,103$7,665,310$25,551,032
1850$41.29$412.85$4,129$41,285$412,853$619,280$4,128,533$12,385,599$41,285,330
1900$38.35$383.49$3,835$38,349$383,494$575,241$3,834,937$11,504,812$38,349,375
1913$32.58$325.75$3,258$32,575$325,754$488,631$3,257,543$9,772,630$32,575,433
1950$13.38$133.77$1,338$13,377$133,769$200,654$1,337,695$4,013,084$13,376,948
1970$8.29$82.92$829.22$8,292$82,922$124,382$829,216$2,487,647$8,292,157
1990$2.46$24.64$246.40$2,464$24,640$36,960$246,401$739,204$2,464,013
2000$1.87$18.70$186.96$1,870$18,696$28,044$186,959$560,876$1,869,588
2010$1.48$14.76$147.64$1,476$14,764$22,146$147,642$442,927$1,476,423
2020$1.24$12.44$124.39$1,244$12,439$18,659$124,393$373,179$1,243,931

Popular amounts, what they are worth today

The most-searched historical amounts and their value in 2025 dollars:

Amount & yearWorth in 2025
$300,000 in 1892$10,619,340
$15,000 in 1880$473,678
$15,000 in 1890$530,967
$300,000 in 1890$10,619,340
$60,000 in 1901$2,273,876
$60,000 in 1902$2,247,159
$100,000 in 1898$3,880,702

Frequently Asked Questions

Where does the data come from?

1913–2025 uses the official US CPI-U annual averages (BLS, via FRED). 1800–1912 uses academic consumer-price estimates as published by in2013dollars.com; pre-1913 figures are estimates.

Why does $1 from 1800 buy more than today?

Before the 20th century prices often fell over long stretches, the same dollar was worth less nominally but had much more purchasing power, so it converts to a larger amount today.

Is the result exact?

It is as exact as the official index allows for whole years. Within-year timing, regional prices and taxes are not modeled.

How much is 100,000 dollars in 1968 worth today?

$100,000 in 1968 has the same purchasing power as about $925,576 in 2025, prices rose roughly 826% over those 57 years, an average of about 3.98% a year. Enter any other amount in the calculator above to check a different figure.

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How to use this calculator without fooling yourself

The two boxes most people get wrong are the years. To measure purchasing power, the honest direction is old year → recent year: "$1,000 in 1995 → 2025" tells you what a 1995-era price tag means today. Running today's dollars backwards ("$1,000 in 2025 → 1995") produces a number that is arithmetically correct but psychologically misleading, it answers "what 1995 price felt as expensive as $1,000 today", which is rarely the question you meant.

Reading the average-inflation line

The second result line shows the geometric average rate over the span you chose, the single constant rate that would produce the same total change. It is always the honest summary: a century containing both the 1970s (13% years) and the 2010s (under 2% years) averages out near 3%, even though no single year matched it. Long spans are smoother and more meaningful than short ones; over fewer than about ten years the average is dominated by recent events and says little about the future.

Where the data comes from, and its one soft spot

1913 onward is the official CPI-U annual average from the US Bureau of Labor Statistics. Before 1913 there was no official consumer price index, so those years use academic reconstructions of consumer prices; they are the best available estimates, but treat single-year differences in the 1800s as approximate. The 2026 figure will be published as monthly CPI-U during the year, with the annual average becoming official in January 2027, we re-review this page with each annual release, which is why the "last updated" date at the top moves even when the historical series does not.

Three practical uses people actually need

Disclaimer: This calculator is for informational and educational purposes only and does not constitute financial, investment, tax or legal advice. Results are estimates, actual returns, rates and terms vary. Consult a qualified financial professional before making financial decisions.

How this page is built and kept current. Written and fact-checked by the MoneyCalcsHub editorial team. We do not sell financial products and we accept no payment to change a result, the arithmetic on this page runs in your own browser from the numbers you type.

Official sources used on this page:

Source-dependent figures are reviewed when the cited issuer publishes an update. Worked examples show the formula applied to the listed inputs; interactive results are calculated in your browser.

Spotted an error? Write to [email protected], corrections are published on the page and the last-updated date changes with them. Full process: editorial policy.