Index number is a number which expresses the relative change in magnitude of a variable or number of variables during a specified period. The variable may be the price of a certain commodity, quantitative production of certain goods or the cost of living. It is a statistical device to measure the level of certain phenomena in comparison with a certain period known as base period, which may be a week month, year or group of years. The index numbers are known as economic barometer or economic indicators since they help in understanding the changes in economic conditions of the society. Index number are numbers which show by their variation, the change in magnitude which is not susceptible either of accurate measurement in itself or of direct valuation in practice.
Index number of prices play a vital role in measuring the general economic conditions of the society and is fixing the wages, Dearness Allowance as well as in the setting up of new industries. The index numbers provide some guideline that one can use in making decisions. Index number are highly useful in deflating i.e., they are used to adjust the original data for price changes, or to adjust wages for cost of living changes and thus transform normal wage into real wages.
There are three principal types of indices:
It compares level of prices from one period to another. Consumer price index measures price changes of a variety of consumer goods and services and is used to define the cost of living.
It measures how much the number of quantities of a variable changes over time.
The quantity times price is the value of an item, indexes that incorporate the product of quantity and price are called the value index. It is more informative index.
Several things can distort index numbers so a careful thought must be given to the following points:
The so called unweighted index numbers discussed above are not unweighted in the true sense of the term. They assign equal importance to all the items included in the index and as such they are in reality weighted weighs being implicit rather than explicit. Here the weighing allows us to include more information than just the change in price over time. It also lets us improve the accuracy of the general price level estimate based on our sample. The problem is to decide how much weight to attach to each of the variables in the sample. In general, there are three ways to weigh an index. The first involves using quantities consumed during the base period in computing each index number. This is known as laspeyres method after the statistician who developed it.
Where ∑p1q1 is the total value of all commodities in the given period and ∑p0q0 is the total value of all commodities in the base period.
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