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Inflation / $967 in 1992

$967 in 1992 Is Worth $2,225 Today

130.1% total price increase since 1992

Between 1992 and 2025, US consumer prices rose by 130.1%. That means $967 then had roughly the same buying power as $2,225 now — an average of 2.56% inflation per year over 33 years.

Equivalent today
$2,225
$967 in 1992
Average inflation
2.56%
per year, 1992–2025
Buying power multiplier
2.30×
CPI 322.8 ÷ 140.3

Value of $967 from 1992 to 2025

What $967 in 1992 was worth at each following decade, adjusted for consumer price inflation.

2000
$1,187
2010
$1,503
2020
$1,784
2025
$2,225

How this figure is calculated

Inflation adjustment uses the ratio of the Consumer Price Index between the two years — the same method the U.S. Bureau of Labor Statistics documents for comparing dollar amounts over time.

Adjusted = Amount × (CPI2025 ÷ CPI1992)
Adjusted = $967 × (322.8 ÷ 140.3) = $2,225

The index used is CPI-U (all urban consumers, US city average, all items), base period 1982-1984 = 100. Inflation in 1992 itself ran at 3.0%. The 2025 figure is the latest annual average available and may be revised by BLS.

Note: other inflation calculators may show slightly different results because some use a specific month rather than the annual average, or a different end year. This page uses annual averages throughout, and states both index values above so the arithmetic can be checked.

Data sources
  • U.S. Bureau of Labor Statistics — Consumer Price Index (CPI-U, U.S. city average, all items, annual average)
  • Federal Reserve Economic Data (FRED) — CPIAUCSL
  • Federal Reserve Bank of Minneapolis — Consumer Price Index, 1800–

Frequently asked questions

How much is $967 in 1992 worth today?

$967 in 1992 is equivalent in purchasing power to about $2,225 in 2025. That is an increase of $1,258 over 33 years, or a total price rise of 130.1%.

What was the average inflation rate between 1992 and 2025?

Prices rose at an average of 2.56% per year between 1992 and 2025. Compounded over 33 years, that turns $967 into $2,225.

How is this calculated?

The amount is multiplied by the ratio of the Consumer Price Index in 2025 to the index in 1992: 322.8 divided by 140.3 equals 2.3008. Multiplying $967 by 2.3008 gives $2,225. The index is the CPI-U published by the U.S. Bureau of Labor Statistics, base period 1982-1984 = 100.

What would $967 today have been worth in 1992?

Running the comparison in reverse, $967 in 2025 has roughly the same buying power as $420 in 1992.

Try other amounts and years

Use the full inflation tool to compare any amount between any two years, or project what today's money will be worth in the future.

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