Inflation Rates and Adjustments: Implicit Price Deflator 1959-1997

Inflation is defined as a significant and continuing rise in the general price level of goods and services - prices increasing over time. Deflation is the decrease of prices over time. Of course, prices do not inflate or deflate uniformly for all types of goods and services throughout all sectors of the U.S. economy. For example, the goods and services typically bought by consumers (individuals and families) are different than those bought by factories or foreign investors and the associated price changes may be different as well. Therefore, there are various ways to track price inflation and deflation, each way dependent upon the selected goods or services being considered.

For the average individual or family, the most relevant measure of price change over time is the Consumer Price Index, (CPI). The CPI tracks the overall price change for a fixed basket of goods and services bought by a typical working-class urban family. When one wants to reflect the effects of inflation on the purchasing power of families and individuals, personal or household income and expenditure totals would be adjusted using the CPI.

Additional indexes track price changes in other segments of the economy. The Producer Price Index tracks changes in the price of domestic goods bought by wholesalers, factories and businesses located in the United States. The Import and Export Price Indexes track price changes in agricultural, mineral, and manufactured goods bought from and sold to foreigners.

However, there are indexes established to measure price changes for the U.S. economy as a whole. The most widely used measure of aggregate price change for the entire U.S. economy is the Implicit Price Deflator, (also referred to as the GDP Deflator or the Implicit Price Index.) This index is based on the Gross Domestic Product and therefore reflects price changes in all goods and services transactions in the United States, including the consumer, producer, investment, government and international sectors.

FIGURING INFLATION RATES

The Implicit Price Deflator (IPD) and the Consumer Price Index are both useful indexes for figuring inflation rates. When one wants to measure inflation that effects the purchasing power of individuals and families, the CPI is most appropriate. When one wants a broad measure of inflation that effects the purchasing power of government agencies, nonprofit agencies, corporations and businesses, the Implicit Price Deflator (IPD) is most appropriate. Figuring inflation rates is the same for both indexes. The following explanation will use the Implicit Price Deflator.

Because it is an index number, the IPD compares the level of prices at a given time to some base period. Currently, the base period is the average level of prices that existed in 1992, which is set to equal 100. The average level of prices for all other years before and after 1992 are represented as percentage differences from the base. For example, in 1993 the IPD index stood at 102.6 which means that prices were 2.6% higher than they were in 1992. This would represent an annual inflation rate of 2.6% for the period. The formula for calculating the percent of price change (rate of inflation or deflation) between two periods is:

Period 2 Index number 
---------------------------  -  1.0   x   100    
Period 1 Index number

For example, the index number for 1996 is 110.2 and for 1997 is 112.4. The percent change in prices, the inflation rate, over that 1 year period is:

112.4
-------  - 1.0 x 100 = 2.0% 
110.2

ADJUSTING FOR INFLATION

A series of income or expenditure figures can be adjusted to reflect the impact of inflation on the purchasing power of each figure in the series. For example, a government agency that expends $100,000 every year for ten years, receives fewer and fewer goods and services each year because prices have increased. In this example, the figure for each year can be adjusted using the Implicit Price Deflator, to show this reduction in purchasing power.

A series of figures in which each represents the dollar value of the income or expenditure transaction at the time it was made is referred to as a "current dollars" or "actual dollars" series. Adjusting a current or actual dollars series to show the impact of inflation on the purchasing power of each figure in the series converts the series into "constant dollars" or "adjusted dollars". For example, it is more useful to compare the change in annual wages measured in constant dollars than in current dollars because of the effect of inflation on purchasing power. While wages in current dollars may have risen across the years, wages in constant dollars may have declined because prices of goods and services that workers buy rose more than wages. In this example, a "current dollars" series would show an increase in wages while a "constant dollars" series derived from the current dollars series would show a decline in wages.

As is true for figuring the rates of inflation, unless one is interested in the specific purchasing power of individual and family consumers, the Implicit Price Deflator is the best index to use for inflation adjustments. To adjust a series of numbers, select an IPD index number which will serve as the base year for the series. Although not mandatory, often the base year selected is the same one designated as the IPD base year, currently 1992 = 100. The calculation is based on the following ratio:

Year Z current dollar value          Year Z   IPD index number
----------------------------   =   ----------------------------
Year Z constant dollar value        Base year IPD index number


To adjust a series of numbers for inflation, use the following formula to convert each figure in the series from current dollars to constant dollars.

                                  Year Z current       Base year IPD
                                   dollar value    x   index number 
Year Z constant dollar value  =    ------------------------------------
                                          Year Z IPD index number


SAMPLE SERIES ADJUSTED FOR INFLATION

Below is a table offering two examples of the same series of numbers adjusted for inflation. This table shows how much money was expended, by some imaginary city, for social service programs over the ten year period 1985 - 1995. In current dollar terms, the city has increased its expenditures from $125,000 in 1985 to $132,000 in 1995. These figures appear in column C. However, once these figures are adjusted for inflation using the formula directly above, one observes a decline in purchasing power over the period. See column D. Using the IPD designated base year of 1992, one finds that city expenditures in 1985 purchased $159,439 worth of goods and services. By 1995, city expenditures were paying for only $122,448 worth of goods and services.

Column E illustrates the same principle as Column D, except Column E uses 1985 as the base year. Some people prefer to illustrate the effects of inflation on current dollars using the first figure in the series as the base year. Although the constant dollar values for each year are different between columns D and E, the percent change between years is the same. This means that either column reflects the same change in purchasing power over the ten year period.

   
       City Expenditures on Social Service Programs: 1985 - 1995

  A            B             C                D                    E
Year       IPD Index      Current     Constant Dollars:    Constant Dollars:
             Number       Dollars     Base year = 1992     Base year = 1985

1985         78.4         $125,000         $159,439             $125,000
1986         80.6          126,000          156,372              122,561
1987         83.1          126,500          152,226              119,345
1988         86.1          126,500          146,922              115,187
1989         89.7          128,000          142,698              111,875
1990         93.6          128,500          137,286              107,632
1991         97.3          129,000          132,580              103,942
1992        100.0          130,000          130,000              101,920
1993        102.6          131,000          127,680              100,101
1994        105.1          131,500          125,118               98,093 
1995        107.8          132,000          122,448               96,000 


IMPLICIT PRICE DEFLATOR

The table below lists the implicit price deflator index numbers for each year from 1959 - 1995. Price measures related to the Gross Domestic Product, including the Implicit Price Deflator, are generated by the Bureau of Economic Analysis in the U.S. Department of Commerce. New IPD index numbers are generated quarterly, revised the following quarter, and converted into an annual figure every July. In addition, comprehensive benchmark revisions are made approximately every five years, a new base year is selected and all index numbers are changed accordingly. IPD index numbers are issued in the "Survey of Current Business" published by the BEA. Secondary sources of the IPD index numbers include "Economic Indicators" and the "Monthly Labor Review". All of these journals are available through the public library.


IMPLICIT PRICE DEFLATOR: 1959 - 1997

Year         Index Number (1992=100)

1959         22.9
1960         22.3
1961         23.6
1962         23.9
1963         24.2
1964         24.5
1965         25.0
1966         25.7
1967         26.5
1968         27.7
1969         29.0
1970         30.6
1971         32.2
1972         33.5
1973         35.4
1974         38.5
1975         42.2
1976         44.6
1977         47.4
1978         51.0
1979         55.3
1980         60.4
1981         65.9
1982         70.1
1983         73.1
1984         75.9
1985         78.4
1986         80.6
1987         83.1
1988         86.1
1989         89.7
1990         93.6
1991         97.3
1992        100.0
1993        102.6
1994        105.1
1995        107.8
1996        110.2
1997        112.4

Source: Department of Commerce, Bureau of Economic Analysis

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