There are various ways to assess and compare price changes in commodities and services that have occurred over the years. One such method is the Paasche Index. It provides a realistic measure of increase or decrease in inflation using commonly bought commodities.
Financial analysts and media alike use this index to analyse economic growth, inflation and consumer spending patterns. Read on to know every crucial detail related to this index.
Paasche Price Index is a consumer price index that one can use for calculating inflation. Economic experts have defined it as a methodology for evaluating the change in prices of a fixed basket of goods and services when compared to a base value in an observation year.
In simple words, it tracks the change in prices of a selection of commodities and services. By checking this index, one can assess the current price level and living costs against a base period. Financial analysts can also use it to track a country’s monetary development and inflation.
Some other names of the Paasche Index are current weighted index, fixed basket index or fixed weight index. It was developed in the 19th century by a German economist, Hermann Paasche, after whom it is named.
The formula for calculating the current year’s Paasche Price Index is:
Paasche Price Index = Sum (Observation Price X Observation Quantity) / (Base Price X Observation Quantity)
Here, the observation price and observation quantity denote the price and quantity of a commodity in a period when one is calculating the index. Base price is the price of the same set of items in a base year, which one also refers to as year zero.
Given below are the steps to calculate the current weighted index.
Use the weighted sum method for calculating composite index number. To do this, you need to use the Paasche Index formula, dividing prices of commodities/services in the current year by that in a base year.
Multiply this ratio by 100 to receive the index number. Remember to consider 100 as the index value of the base year.
If the number you get is over 100, it denotes inflation. However, if this resultant number is below 100, it represents deflation or a drop in price levels.
Also Read: Consumer Price Index (CPI) Explained – Calculation and How Does it Work
Let us use an example to understand the Paasche Index better.
Given below is information about the change in prices and quantities of individual items in an economy. First, let us calculate the Paasche Price Index for year 0, year 1 and year 2. Here, Year 0 is the base year.
Items | Year 0 | Year 1 | Year 2 |
Item A | Rs. 100 | Rs. 110 | Rs. 120 |
Item B | Rs. 150 | Rs. 160 | Rs. 170 |
Item C | Rs. 200 | Rs. 210 | Rs. 220 |
The next table shows the quantity of goods bought in year 0, year 1 and year 2.
Items | Year 0 | Year 1 | Year 2 |
Item A | 10 | 15 | 20 |
Item B | 25 | 30 | 35 |
Item C | 40 | 45 | 50 |
Now, let us use the formula for Paasche Price and calculate:
Paasche Price Index in Year 0
= [{(Rs. 100×10)+(Rs. 150×25)+(Rs. 200×40)} / {(Rs. 100×10)+(Rs. 150×25)+(Rs. 200×40)}] x 100
= {(12,750 / 12,750) x 100}
= 100
Paasche Price Index in Year 1
= [{(Rs. 110×15)+(Rs. 160×30)+(Rs. 210×45)} / {(Rs. 100×15)+(Rs. 150×30)+(Rs. 200×45)}] x 100
= {(15,900 / 15,000) x 100}
= 106
Paasche Price Index in Year 2
= [{(Rs. 120×20)+(Rs. 170×35)+(Rs. 220×50)} / {(Rs. 100×20)+(Rs. 150×35)+(Rs. 200×50)}] x 100
= {(19,350 / 17,250) x 100}
= 112.17
The price index that we received after using the Paasche Price Index formula is as follows:
Please note from the above-illustrated example that in the Paasche Price Index, only the prices vary. We compared the current year’s prices, i.e., the observation year’s prices, to the base year’s prices while keeping the quantities the same.
The various advantages of the Paasche Price Index are as follows:
Listed below are some of the limitations of the Paasche Price Index:
Given below are important points to note regarding Paasche Price Index:
Also Read: What is Market Penetration? How to Calculate and Increase it?
This blog has provided important details regarding Paasche Index, including its formula, calculation, benefits, limitations, etc. Moreover, steps to calculate have been listed along with a detailed example. You can use these details to understand the current price levels in the economy and make informed financial decisions.
Ans: The Paasche Price Index has a higher potential downward bias compared to other indices due to its usage of fixed weights in the current period. These depict the current purchasing patterns that occur after substitution.
Moreover, fixed weights place importance on items that have undergone relatively minor price changes and are bought in larger quantities than in the base period.
Ans: Paasche Price Index is an index formula. It is also referred to as a composite index number of prices that one arrives at through the weighted sum method. Economic experts use the Paasche Index to assess price development in a basket of goods and services one consumes in the current period.
Ans: Laspeyres Index is another method of calculating the consumer price index. It does so by measuring and evaluating price changes in a basket of goods in an observation year compared to the base year.
Ans: Both Laspeyres and Paasche Indexes are used for calculating price level changes over time. They use the prices of goods and services in a base year and an observation year to calculate changes in price levels.
Laspeyres and Paasche Indexes have a lot of similarities. However, the main difference and a distinct feature of the Laspeyres Index is that it uses base year quantities as weights. The Paasche Index instead makes use of current year quantities as weights.
Ans: The Paasche Index does not take into consideration the substitution of choices that people make due to rising inflation. For example, if housing costs are increasing compared to income, Paasche Index will allow the substitution of a smaller house over a larger one. By doing this, it ensures affordability in the absence of fixed standard quality. However, this also leads to the Paasche Index understate inflation.
This article is solely for educational purposes. Navi doesn't take any responsibility for the information or claims made in the blog.
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