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Inflation Introduction and Measurement
Inflation Introduction and Measurement
Introduction to Inflation
Inflation and Price Stability
Economists and central banks are greatly concerned with inflation.
Price stability
is a goal of many policymakers, typically defined as an inflation rate close to or just above 2%.
Central banks like the ECB, BOE, and FED target a 2% inflation rate because a small amount of inflation is considered healthy for the economy.
Defining Key Terms
Inflation:
A steady and persistent increase in the general level of prices. It represents the rate at which your money is losing value.
Disinflation:
A fall in the inflation rate, meaning prices are still increasing, but at a slower rate.
Deflation:
A general decrease in the average level of prices, which can be very damaging to the economy.
Impact of Deflation
Consumers may postpone purchases of goods and services in anticipation of lower prices in the future.
Rising unemployment occurs due to a drop in aggregate demand.
The government faces budget difficulties as social welfare spending increases and tax revenues decrease.
Investment falls during periods of uncertainty.
According to the law of supply, a fall in prices results in a fall in quantity supplied.
Measuring Inflation: Simple Price Index
To measure the change in the price of one good over time, compare the prices at different time periods.
Example
The price of a garlic bulb increased by 9 cents between year 1 and year 4. This shows price changes for a single good using the simple price index.
Composite Price Index
To examine changes in the general price level (i.e., in many goods), a composite price index is used.
Steps to Construct a Composite Index
Choose a base year:
Let all prices equal 100 in the base year.
Select the goods:
Identify the goods included in the index and find their prices for each year.
Construct a simple price index:
Calculate the price index for each good.
Multiply by the weight:
Multiply the simple price index by the weight given (proportion of income spent on each good).
Add figures:
Sum the weighted figures to get the composite index for the current year.
Example
Year 1 (Base Year):
Food: \frac{19}{19} \times 100 = 100 \times 40\% = 40
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