Inflation Rate between 1980-2024 | Inflation Calculator (2024)

Value of $8,000 from 1980 to 2024

$8,000 in 1980 is equivalent in purchasing power to about $30,128.74 today, an increase of $22,128.74 over 44 years. The dollar had an average inflation rate of 3.06% per year between 1980 and today, producing a cumulative price increase of 276.61%.

This means that today's prices are 3.77 times as high as average prices since 1980, according to the Bureau of Labor Statistics consumer price index. A dollar today only buys 26.553% of what it could buy back then.

The inflation rate in 1980 was 13.50%. The current inflation rate compared to last year is now 3.15%. If this number holds, $8,000 today will be equivalent in buying power to $8,252.25 next year. The current inflation rate page gives more detail on the latest inflation rates.

Contents

  1. Overview
  2. Buying Power of $8,000
  3. Inflation by City / Country
  4. Inflation by Spending Category
  5. Alternate Measurements
  6. Data Source

Inflation from 1980 to 2024
Cumulative price change276.61%
Average inflation rate3.06%
Converted amount
$8,000 base
$30,128.74
Price difference
$8,000 base
$22,128.74
CPI in 198082.400
CPI in 2024310.326
Inflation in 198013.50%
Inflation in 20243.15%
$8,000 in 1980$30,128.74 in 2024

USD inflation since 1980

Annual Rate, the Bureau of Labor Statistics CPI

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Buying power of $8,000 in 1980

This chart shows a calculation of buying power equivalence for $8,000 in 1980 (price index tracking began in 1635).

For example, if you started with $8,000, you would need to end with $30,128.74 in order to "adjust" for inflation (sometimes refered to as "beating inflation").

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When $8,000 is equivalent to $30,128.74 over time, that means that the "real value" of a single U.S. dollar decreases over time. In other words, a dollar will pay for fewer items at the store.

This effect explains how inflation erodes the value of a dollar over time. By calculating the value in 1980 dollars, the chart below shows how $8,000 is worth less over 44 years.

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According to the Bureau of Labor Statistics, each of these USD amounts below is equal in terms of what it could buy at the time:

Dollar inflation: 1980-2024
YearDollar ValueInflation Rate
1980$8,000.0013.50%
1981$8,825.2410.32%
1982$9,368.936.16%
1983$9,669.903.21%
1984$10,087.384.32%
1985$10,446.603.56%
1986$10,640.781.86%
1987$11,029.133.65%
1988$11,485.444.14%
1989$12,038.834.82%
1990$12,689.325.40%
1991$13,223.304.21%
1992$13,621.363.01%
1993$14,029.132.99%
1994$14,388.352.56%
1995$14,796.122.83%
1996$15,233.012.95%
1997$15,582.522.29%
1998$15,825.241.56%
1999$16,174.762.21%
2000$16,718.453.36%
2001$17,194.172.85%
2002$17,466.021.58%
2003$17,864.082.28%
2004$18,339.812.66%
2005$18,961.173.39%
2006$19,572.823.23%
2007$20,130.292.85%
2008$20,903.203.84%
2009$20,828.83-0.36%
2010$21,170.491.64%
2011$21,838.743.16%
2012$22,290.682.07%
2013$22,617.181.46%
2014$22,984.081.62%
2015$23,011.360.12%
2016$23,301.651.26%
2017$23,798.062.13%
2018$24,391.262.49%
2019$24,821.121.76%
2020$25,127.351.23%
2021$26,307.784.70%
2022$28,413.198.00%
2023$29,582.734.12%
2024$30,128.741.85%*

* Compared to previous annual rate. Not final. See inflation summary for latest 12-month trailing value.

Click to show 38 more rows

This conversion table shows various other 1980 amounts in today's dollars, based on the 276.61% change in prices:

Conversion: 1980 dollars today
Initial valueEquivalent value
$1 dollar in 1980$3.77 dollars today
$5 dollars in 1980$18.83 dollars today
$10 dollars in 1980$37.66 dollars today
$50 dollars in 1980$188.30 dollars today
$100 dollars in 1980$376.61 dollars today
$500 dollars in 1980$1,883.05 dollars today
$1,000 dollars in 1980$3,766.09 dollars today
$5,000 dollars in 1980$18,830.46 dollars today
$10,000 dollars in 1980$37,660.92 dollars today
$50,000 dollars in 1980$188,304.61 dollars today
$100,000 dollars in 1980$376,609.22 dollars today
$500,000 dollars in 1980$1,883,046.12 dollars today
$1,000,000 dollars in 1980$3,766,092.23 dollars today

Inflation by City

Inflation can vary widely by city, even within the United States. Here's how some cities fared in 1980 to 2024 (figures shown are purchasing power equivalents of $8,000):

  • San Francisco, California: 3.36% average rate, $8,000 → $34,210.54, cumulative change of 327.63%
  • Miami-Fort Lauderdale, Florida: 3.34% average rate, $8,000 → $33,941.09, cumulative change of 324.26%
  • Seattle, Washington: 3.33% average rate, $8,000 → $33,743.38, cumulative change of 321.79%
  • Boston, Massachusetts: 3.22% average rate, $8,000 → $32,208.98, cumulative change of 302.61%
  • New York: 3.20% average rate, $8,000 → $32,010.34, cumulative change of 300.13%
  • Atlanta, Georgia: 3.11% average rate, $8,000 → $30,842.69, cumulative change of 285.53%
  • Philadelphia, Pennsylvania: 3.01% average rate, $8,000 → $29,559.70, cumulative change of 269.50%
  • Dallas-Fort Worth, Texas: 2.99% average rate, $8,000 → $29,255.55, cumulative change of 265.69%
  • Chicago, Illinois: 2.88% average rate, $8,000 → $27,911.94, cumulative change of 248.90%
  • Detroit, Michigan: 2.77% average rate, $8,000 → $26,645.35, cumulative change of 233.07%
  • Houston, Texas: 2.75% average rate, $8,000 → $26,354.61, cumulative change of 229.43%

San Francisco, California experienced the highest rate of inflation during the 44 years between 1980 and 2024 (3.36%).

Houston, Texas experienced the lowest rate of inflation during the 44 years between 1980 and 2024 (2.75%).

Note that some locations showing 0% inflation may have not yet reported latest data.

Inflation by Country

Inflation can also vary widely by country. For comparison, in the UK £8,000.00 in 1980 would be equivalent to £42,992.38 in 2024, an absolute change of £34,992.38 and a cumulative change of 437.40%.

In Canada, CA$8,000.00 in 1980 would be equivalent to CA$28,850.87 in 2024, an absolute change of CA$20,850.87 and a cumulative change of 260.64%.

Compare these numbers to the US's overall absolute change of $22,128.74 and total percent change of 276.61%.

Inflation by Spending Category

CPI is the weighted combination of many categories of spending that are tracked by the government. Breaking down these categories helps explain the main drivers behind price changes.

Between 1980 and 2024:

  • Gas prices increased from $1.13 per gallon to $3.36
  • Bread prices increased from $0.50 per loaf to $2.01
  • Egg prices increased from $0.88 per carton to $3.00
  • Chicken prices increased from $0.70 per per 1 lb of whole chicken to $1.95
  • Electricity prices increased from $0.05 per KwH to $0.17

This chart shows the average rate of inflation for select CPI categories between 1980 and 2024.

Compare these values to the overall average of 3.06% per year:

CategoryAvg Inflation (%)Total Inflation (%)$8,000 in 1980 → 2024
Food and beverages3.05274.6129,968.56
Housing3.23305.8232,465.51
Apparel0.8142.9211,433.27
Transportation2.67218.1725,453.52
Medical care4.67644.1959,535.09
Recreation1.3681.5014,519.99
Education and communication1.73113.1417,050.92
Other goods and services4.63633.1358,650.45

The graph below compares inflation in categories of goods over time. Click on a category such as "Food" to toggle it on or off:

For all these visualizations, it's important to note that not all categories may have been tracked since 1980. This table and charts use the earliest available data for each category.

Inflation rates of specific categories

Medical Care · Housing · Rent · Food · More

Inflation-adjusted measures

· · Shiller P/E

How to calculate inflation rate for $8,000 since 1980

Our calculations use the following inflation rate formula to calculate the change in value between 1980 and today:

CPI today CPI in 1980

×

1980 USD value

=

Today's value

Then plug in historical CPI values. The U.S. CPI was 82.4 in the year 1980 and 310.326 in 2024:

310.32682.4

×

$8,000

=

$30,128.74

$8,000 in 1980 has the same "purchasing power" or "buying power" as $30,128.74 in 2024.

To get the total inflation rate for the 44 years between 1980 and 2024, we use the following formula:

CPI in 2024 - CPI in 1980CPI in 1980

×

100

=

Cumulative inflation rate (44 years)

Plugging in the values to this equation, we get:

310.326 - 82.482.4

×

100

=

277%

Alternate Measurements of Inflation

There are multiple ways to measure inflation. Published rates of inflation will vary depending on methodology. The Consumer Price Index, used above, is the most common standard used globally.

Alternative measurements are sometimes used based on context and economic/political circ*mstances. Below are a few examples of alternative measurements.

Personal Consumption Expenditures (PCE) Inflation

The PCE Price Index is the U.S. Federal Reserve's preferred measure of inflation, compiled by the Bureau of Economic Analysis. It measures the change in prices of goods and services purchased by consumers.

The PCE Price Index changed by 2.63% per year on average between 1980 and 2024. The total PCE inflation between these dates was 213.07%. In 1980, PCE inflation was 10.77%.

This means that the PCE Index equates $8,000 in 1980 with $25,045.32 in 2024, a difference of $17,045.32. Compare this to the standard CPI measurement, which equates $8,000 with $30,128.74. The PCE measured -63.54% inflation compared to standard CPI.

For more information on the difference between PCE and CPI, see this analysis provided by the Bureau of Labor Statistics.

Core Inflation

Also of note is the Core CPI, which uses the standard CPI but omits the more volatile categories of food and energy.

Core inflation averaged 3.14% per year between 1980 and 2024 (vs all-CPI inflation of 3.06%), for an inflation total of 289.33%. In 1980, core inflation was 12.42%.

When using the core inflation measurement, $8,000 in 1980 is equivalent in buying power to $31,146.62 in 2024, a difference of $23,146.62. Recall that the converted amount is $30,128.74 when all items including food and energy are measured.

Comparison to S&P 500 Index

The average inflation rate of 3.06% has a compounding effect between 1980 and 2024. As noted above, this yearly inflation rate compounds to produce an overall price difference of 276.61% over 44 years.

To help put this inflation into perspective, if we had invested $8,000 in the S&P 500 index in 1980, our investment would be nominally worth approximately $967,797.33 in 2024. This is a return on investment of 11,997.47%, with an absolute return of $959,797.33 on top of the original $8,000.

These numbers are not inflation adjusted, so they are considered nominal. In order to evaluate the real return on our investment, we must calculate the return with inflation taken into account.

The compounding effect of inflation would account for 73.45% of returns ($710,820.80) during this period. This means the inflation-adjusted real return of our $8,000 investment is $248,976.54. You may also want to account for capital gains tax, which would take your real return down to around $211,630 for most people.

Investment in S&P 500 Index, 1980-2024
Original AmountFinal AmountChange
Nominal$8,000$967,797.3311,997.47%
Real
Inflation Adjusted
$8,000$256,976.543,112.21%

Information displayed above may differ slightly from other S&P 500 calculators. Minor discrepancies can occur because we use the latest CPI data for inflation, annualized inflation numbers for previous years, and we compute S&P price and dividends from January of 1980 to latest available data for 2024 using average monthly close price.

For more details on the S&P 500 between 1980 and 2024, see the stock market returns calculator.

Data source & citation

Raw data for these calculations comes from the Bureau of Labor Statistics' Consumer Price Index (CPI), established in 1913. Price index data from 1774 to 1912 is sourced from a historical study conducted by political science professor Robert Sahr at Oregon State University and from the American Antiquarian Society. Price index data from 1634 to 1773 is from the American Antiquarian Society, using British pound equivalents.

You may use the following MLA citation for this page: “$8,000 in 1980 → 2024 | Inflation Calculator.” Official Inflation Data, Alioth Finance, 20 Mar. 2024, https://www.officialdata.org/us/inflation/1980?amount=8000.

Special thanks to QuickChart for their chart image API, which is used for chart downloads.

in2013dollars.com is a reference website maintained by the Official Data Foundation.

Inflation Rate between 1980-2024 | Inflation Calculator (1)

About the author

Ian Webster is an engineer and data expert based in San Mateo, California. He has worked for Google, NASA, and consulted for governments around the world on data pipelines and data analysis. Disappointed by the lack of clear resources on the impacts of inflation on economic indicators, Ian believes this website serves as a valuable public tool. Ian earned his degree in Computer Science from Dartmouth College.

Email · LinkedIn · Twitter

» Read more about inflation and investment.

Other resources:

  • U.S. Economy
  • Canada Inflation
  • U.K. Inflation
  • Australia Inflation
  • Euro Inflation
  • Venezuela Inflation
Inflation Rate between 1980-2024 | Inflation Calculator (2024)

FAQs

How to calculate inflation rate between two years? ›

You will subtract the starting price (A) from the ending price (B) and divide it by the starting price (A). Then multiply the result by 100 to get the inflation rate percentage.

How much is $100 in 1980 worth today? ›

A $100 shopping spree in 1980 would set you back a whopping $359 at today's prices. To be sure, a certain level of inflation is a natural part of economic growth.

How much was $1 in 1980 worth now? ›

$1 in 1980 is equivalent in purchasing power to about $3.61 today, an increase of $2.61 over 44 years. The dollar had an average inflation rate of 2.96% per year between 1980 and today, producing a cumulative price increase of 260.64%.

How to calculate cumulative inflation over multiple years? ›

For example, in 1990, an item was priced at $100, and in 2021 that same item is priced at $208. ($208/$100) - 1 = 1.08. Accordingly, the cumulative inflation rate since 1990 is 108%.

What is the inflation rate for the last 2 years? ›

U.S. inflation rate for 2022 was 8.00%, a 3.3% increase from 2021. U.S. inflation rate for 2021 was 4.70%, a 3.46% increase from 2020. U.S. inflation rate for 2020 was 1.23%, a 0.58% decline from 2019. U.S. inflation rate for 2019 was 1.81%, a 0.63% decline from 2018.

How do you calculate inflation over multiple years in Excel? ›

To calculate inflation in Excel, we use the formula: =InitialValue * (1 + InflationRate)^NumberOfYears . This formula multiplies the initial value by the inflation rate raised to the power of the number of years. Let's dive into the details of each variable and how to apply the formula in practice.

What would $1,000 in 1980 be worth today? ›

To buy something which cost £1;000 in 1980, you would today need 4,982. To buy something which cost £1,000 in 1900, you would today need £126,356.

What was $1 worth in 1990? ›

$1 in 1990 is equivalent in purchasing power to about $1.74 in 2019, an increase of $0.74 over 29 years. The dollar had an average inflation rate of 1.92% per year between 1990 and 2019, producing a cumulative price increase of 73.54%.

How much is $100 in 1960 worth today? ›

$100 in 1960 has the same purchasing power as $1,016.35 in 2024. Over the 64 years this is a change of $916.35. The average inflation rate of the dollar between 1960 and 2024 was 1.92% per year.

How much was $5000 in 1980? ›

$5,000 in 1980 has the same purchasing power as $18,254.85 in 2024. Over the 44 years this is a change of $13,254.85. The average inflation rate of the dollar between 1980 and 2024 was 0.67% per year. The cumulative price increase of the dollar over this time was -100.00%.

How much is $0.25 in 1938 worth today? ›

$0.25 in 1938 has a relative price worth of $4.31 today using the GDP Deflator. $0.25 in 1938 has a relative wage of $12.95 paid to an Unskilled Worker today.

How much should my salary be adjusted for inflation? ›

When inflation drives up the price of goods and services, currency is devalued and the cost of living increases. With the expected adjustment for cost of living for 2024 at 8.7%, if you give an employee an annual salary increase of $10,000, you will need to adjust that amount to $10,870 to account for inflation.

What will 100k be worth in 30 years? ›

Answer and Explanation: The amount of $100,000 will grow to $432,194.24 after 30 years at a 5% annual return. The amount of $100,000 will grow to $1,006,265.69 after 30 years at an 8% annual return.

How much will 1 dollar be worth in 30 years? ›

Real growth rates
One time saving $1 (taxable account)Every year saving $1 (taxable account)
After # yearsNominal valueNominal value
307.0793.87
3510.04137.72
4014.31200.13
7 more rows

What is 20 years average inflation? ›

20-Year Breakeven Inflation Rate is at 2.53%, compared to 2.45% last month and 2.47% last year. This is higher than the long term average of 2.23%.

How do you calculate the rate of inflation between year 1 and year 2? ›

The rate of inflation from year 1 to year 2 is calculated by dividing the difference between the CPI for year 2 and CPI for year 1 by the CPI for year 1, and then multiplying by 100. For the given example with a CPI of 69.71 for year 1 and 84.61 for year 2, the inflation rate is 21.37%.

How do you calculate inflation for next year? ›

FAQs
  1. What is the formula for calculating inflation? Inflation=((CPI x+1 – CPIx)/ CPIx))*100. ...
  2. What is the meaning of price inflation? Price inflation is an increase in consumer goods and services prices.
  3. What is Deflation? ...
  4. What are the primary causes of inflation? ...
  5. What are the types of inflation?

What is the formula for year over year rate of inflation? ›

Inflation is calculated by taking the price index from the year in interest and subtracting the base year from it, then dividing by the base year. This is then multiplied by 100 to give the percent change in inflation.

How do you calculate the amount of inflation between the two years based on changes in the CPI? ›

From a table of CPI-U annual averages, calculate the change between the most recent year and a preceding year (divide the newer year by the older year). Then multiply the unadjusted number for that year by the ratio just calculated.

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