The GDP deflator measures the overall level of prices.
Definition:
The economy’s inflation rate can be measured by computing the percentage increase in the GDP deflator from one year to the next.
The GDP deflator is calculated as:
GDP \space deflator = 100 \times \frac{Nominal \space GDP}{Real \space GDP}
Here's how to compute the GDP deflator for the years 2011, 2012, and 2013:
2011:
Nominal GDP: 6000
Real GDP: 6000
GDP Deflator: 100 \times (6000/6000) = 100.0
2012:
Nominal GDP: 8250
Real GDP: 7200
GDP Deflator: 100 \times (8250/7200) = 114.6
2013:
Nominal GDP: 10,800
Real GDP: 8400
GDP Deflator: 100 \times (10,800/8400) = 128.6
The inflation rate from 2012 to 2013 is 12.2%
Consider an economy with two goods, A and B. We are given the prices (P) and quantities (Q) for the years 2011 (base year), 2012, and 2013.
2011 (base yr) | 2012 | 2013 | |
---|---|---|---|
P Q | P Q | P Q | |
Good A | $30 900 | $31 1,000 | $36 1050 |
Good B | $100 192 | $102 200 | $100 205 |
A. Compute nominal GDP in 2011.
Nominal GDP in 2011 = (30 \times 900) + (100 \times 192) = $46,200
B. Compute real GDP in 2012 (using 2011 as the base year).
Real GDP in 2012 = (30 \times 1000) + (100 \times 200) = $50,000
C. Compute the GDP deflator in 2013.
Nominal GDP in 2013 = (36 \times 1050) + (100 \times 205) = $58,300
Real GDP in 2013 (using 2011 prices) = (30 \times 1050) + (100 \times 205) = $52,000
GDP deflator in 2013 = 100 \times (58,300/52,000) = 112.1
GDP deflator
Ratio of nominal GDP to real GDP.
Reflects prices of all goods & services produced domestically.
Compares the price of currently produced goods and services domestically to the price of the same goods and services in the base year.
CPI
Reflects prices of goods & services bought by consumers.
Compares the price of a fixed basket of goods and services bought by a typical consumer to the price of the basket in the base year.
The inflation rate as measured by the GDP deflator and the Consumer Price Index (CPI) generally move together.