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Macroeconomics
NOMINAL GDP
Nominal GDP measures the value of all finished goods and
services produced by a country at their current market prices.
NOMINAL GDP= Q X P (Current prices)
FORMULA OF NOMINAL
GDP:
Real GDP is a measurement of economic output that
accounts for the effect of constant prices.
REAL GDP
FORMULA OF REAL
GDP
REAL GDP= Q X P (Constant prices)
The total amount that the economy is
producing and consuming is important to
track over time. It is a key indicator of
the overall health and growth of the
economy, and it is used to determine
economic policy going forward.
Why Real GDP Matters
GDP deflator
In economics, the GDP deflator (implicit price deflator) is a measure of the level of
prices of all new, domestically produced, final goods and services in an economy
in a year.
Formula:
The GDP price deflator, also known as the GDP deflator
or the implicit price deflator, measures the changes in
prices for all of the goods and services produced in an
economy.
Using the GDP deflator helps economists compare the
levels of real economic activity from one year to another.
The GDP deflator is a more comprehensive inflation
measure than the CPI index because it isn't based on a
fixed basket of goods.
KEY
TAKEAWAYS
Year Price of cheese Quantity of
Cheese
Price of Wine Quantity of
Wine
2018 $5 2 Blocks $10 4 bottles
2019 $12 3 Blocks $17 3 bottles
Consider the following economy which produces two goods, wine and cheese in
the two periods of time.
Nominal GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50
Nominal GDP in 2019 =$12∗3+$17∗3=$87=$12∗3+$17∗3=$87
We could calculate the nominal GDP for the year 2018 as follows:
We could calculate the nominal GDP for the year 2019 as follows:
NOMINAL GDP= Q X P (Current prices)
We know,
Calculate NOMINAL
GDP
Consider the following economy which produces two goods, wine and cheese in
the two periods of time.
We know,
Calculate REAL
GDP
REAL GDP= Q X P (Constant
prices)
Real GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50
Real GDP in 2019 =$5∗3+$10∗3=$45=$5∗3+$10∗3=$45
Real GDP in 2018 =$12∗2+$17∗4=$92=$12∗2+$17∗4=$92
Real GDP in 2019 =$12∗3+$17∗3=$87=$12∗3+$17∗3=$87
Let 2019 as the base year
Let 2018 as the base year
Consider the following economy which produces two goods, wine and cheese in
the two periods of time.
We know,
Calculate GDP deflator
NOMINAL GDP= Q X P (Current prices)
REAL GDP= Q X P (Constant prices)
GDP Deflator = Nominal GDP / Real GDP x
100
Let 2018 as the base year
Nominal GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50
Real GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50
GDP deflator in 2018 =$50/$50 x 100 =100
Try to calculate deflator in 2019 by yourself.
Consumer Price Index (CPI)
The Consumer Price Index (CPI) is a measure that examines
the weighted average of prices of a basket of consumer goods and
services, such as transportation, food, and medical care.
It is calculated by taking price changes for each item in the
predetermined basket of goods and averaging them.
The CPI is one of the most frequently used statistics for
identifying periods of inflation or deflation.
Thank you ☺

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GDP deflator and CPI index.pdf

  • 2. NOMINAL GDP Nominal GDP measures the value of all finished goods and services produced by a country at their current market prices. NOMINAL GDP= Q X P (Current prices) FORMULA OF NOMINAL GDP:
  • 3. Real GDP is a measurement of economic output that accounts for the effect of constant prices. REAL GDP FORMULA OF REAL GDP REAL GDP= Q X P (Constant prices)
  • 4. The total amount that the economy is producing and consuming is important to track over time. It is a key indicator of the overall health and growth of the economy, and it is used to determine economic policy going forward. Why Real GDP Matters
  • 5. GDP deflator In economics, the GDP deflator (implicit price deflator) is a measure of the level of prices of all new, domestically produced, final goods and services in an economy in a year. Formula:
  • 6. The GDP price deflator, also known as the GDP deflator or the implicit price deflator, measures the changes in prices for all of the goods and services produced in an economy. Using the GDP deflator helps economists compare the levels of real economic activity from one year to another. The GDP deflator is a more comprehensive inflation measure than the CPI index because it isn't based on a fixed basket of goods. KEY TAKEAWAYS
  • 7. Year Price of cheese Quantity of Cheese Price of Wine Quantity of Wine 2018 $5 2 Blocks $10 4 bottles 2019 $12 3 Blocks $17 3 bottles Consider the following economy which produces two goods, wine and cheese in the two periods of time. Nominal GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50 Nominal GDP in 2019 =$12∗3+$17∗3=$87=$12∗3+$17∗3=$87 We could calculate the nominal GDP for the year 2018 as follows: We could calculate the nominal GDP for the year 2019 as follows: NOMINAL GDP= Q X P (Current prices) We know, Calculate NOMINAL GDP
  • 8. Consider the following economy which produces two goods, wine and cheese in the two periods of time. We know, Calculate REAL GDP REAL GDP= Q X P (Constant prices) Real GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50 Real GDP in 2019 =$5∗3+$10∗3=$45=$5∗3+$10∗3=$45 Real GDP in 2018 =$12∗2+$17∗4=$92=$12∗2+$17∗4=$92 Real GDP in 2019 =$12∗3+$17∗3=$87=$12∗3+$17∗3=$87 Let 2019 as the base year Let 2018 as the base year
  • 9. Consider the following economy which produces two goods, wine and cheese in the two periods of time. We know, Calculate GDP deflator NOMINAL GDP= Q X P (Current prices) REAL GDP= Q X P (Constant prices) GDP Deflator = Nominal GDP / Real GDP x 100 Let 2018 as the base year Nominal GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50 Real GDP in 2018 =$5∗2+$10∗4=$50=$5∗2+$10∗4=$50 GDP deflator in 2018 =$50/$50 x 100 =100 Try to calculate deflator in 2019 by yourself.
  • 10. Consumer Price Index (CPI) The Consumer Price Index (CPI) is a measure that examines the weighted average of prices of a basket of consumer goods and services, such as transportation, food, and medical care. It is calculated by taking price changes for each item in the predetermined basket of goods and averaging them. The CPI is one of the most frequently used statistics for identifying periods of inflation or deflation.
  • 11.
  • 12.
  • 13.
  • 14.
  • 15.