Index Numbers Flashcards

1
Q

Define index numbers

A

An index number is a device to measure changes in an economic variable (or group of variables) over a period of time

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2
Q

The first study using index numbers

A

Early 18th century.
The first recorded index number appeared in the work of G.R Carli, an Italian who used a modifies form of the simple average of price relatives in 1764

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3
Q

Where are William Fleetwood’s results presented?

A

‘Chronicon Preciosum’

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4
Q

Definition of index number by Spiegel

A

An index number is a statistical measure designed to show changes in a variable or group of variables with reference to time, geographical location and other characteristics such as income, profession, etc.

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5
Q

Definition of index number by Croxton and Cowden

A

Index numbers are devices for measuring differences in the magnitude of a group of related variables

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6
Q

Features of Index numbers

A
  1. statistical devices
  2. specialized averages which can be expressed in percentages
  3. measure net change in one or more related variables over a period of time or two different time periods or two locations
  4. Computed for single variable- univariate
  5. Computed for group of variables- composite
  6. The year for which index is computed is called the current year. denoted by suffix “I”
  7. The year with which changes are measured is called base year. it is denoted by suffix “0”
  8. The index of base year is assumed to be 100 and the index of current year is measured accordingly
  9. They are also called “barometers of economic activity” as they measure the trends and changes
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7
Q

Types of index numbers

A
  1. Price
  2. Quantity
  3. Value
  4. Special purpose
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8
Q

Price index number

A

It measures the general changes in the price of goods.
It compares the level of prices between two different time periods

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9
Q

Quantity index number

A

Also called volume index number.
It measures changes in the level of output of physical volume of production in the economy.
For eg: changes in agricultural production, industrial production,etc

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10
Q

Value index number

A

The value of a commodity is the product of its price and quantity.
It measure the changes in the value in terms of rupee.
It is a more informative index as it combines both,change in price and quantity

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11
Q

Special purpose index numbers

A

They are constructed with some specific purpose.
For eg: import-export, labour productivity, share price

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12
Q

Significance of index numbers

A
  1. Framing suitable policies
  2. Forecasting about future economic activity
  3. Measurement of inflation
  4. Studies trends and tendencies
  5. Useful to present financial data in real terms
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13
Q

Framing suitable policies

A

Index numbers provide guidelines to policy makers in framing suitable policies such as agricultural policy, industrial policy, fixation of wages and dearness allowance in accordance with the cost of living, etc.

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14
Q

Forecasting about future economic activity

A

useful for making predictions for the future based on the analysis of the past and present trends in the economic activity.
For eg: based on the data pertaining imports and exports, we can make future predictions.
Forecasting guides in proper decision making

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15
Q

Measurement of inflation

A

Index numbers are used to measure changes in price level from time to time.
They enable the government to undertake anti-inflationary measures.
There is a legal provision to pay the DA to employees of the organised sector on the basis of the changes in the Dearness index

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16
Q

Studies trends and tendencies

A

Widely used to measure changes in economic variables such as production, prices, etc over a period of time.
For eg: by examining the index of industrial production for the last five years, we can draw important conclusions about the trend of industrial production, whether it shows an upward or downward tendency

17
Q

Useful to present financial data in real terms

A

Deflating means to make adjustments in the original data. Index numbers are used to adjust price changes, wage changes,etc.
Thus, deflating helps in presenting financial data in real terms(at constant prices)

18
Q

Define deflating

A

means to make adjustments in the original data

19
Q

Construction of index numbers

A
  1. PURPOSE
  2. SELECTION OF BASE YEAR
  3. SELECTION OF ITEMS
  4. SELECTION OF PRICE QUOATATIONS
  5. CHOICE OF A SUITABLE AVERAGE
  6. ASSIGNING PROPER WEIGHTS
  7. SELECTION OF APPROPRIATE FORMULA
20
Q

PURPOSE

A

The purpose for constructing the index number, its scope
as well as which variable is intended to be measured should be clearly decided to achieve fruitful results

21
Q

Selection of base year

A

Base year is also called the reference year. It is the year
against which comparisons are made. The base year should be normal i.e. it should be free from natural calamities. It should not be too distant in the past.

22
Q

Selection of items

A

It is necessary to select a sample of the number of items to be included in the construction of a particular index
number. For example, in the construction of price index numbers it is impossible to include each and every commodity. The commodities to be selected should represent the tastes, habits and customs of the people.
Besides this, only standardized or graded items should be included to give better results.

23
Q

Selection of price quotation

A

Prices of the selected commodities may vary from place to place and shop to shop in the same market. Therefore, it is desirable that price quotations should be obtained from an unbiased price reporting agency. To achieve accuracy, proper selection of representative places and persons is required.

24
Q

Choice of a suitable average

A

Construction of index numbers requires choice of a suitable average. Generally, Arithmetic mean is used in the construction of index numbers because it is simple to compute compared to other averages

25
Q

Assigning proper weights

A

Weight refers to the relative importance of the different items in the construction of an index number. Weights are of two types i.e. quantity weights (q) and value weights
(p x q). Since all items are not of equal importance, by assigning specific weights, better results can be achieved

26
Q

Selection of an appropriate formula

A

Various formulae are devised for the construction of index numbers. Choice of a suitable formula depends upon the purpose of index number and availability of data

27
Q

Methods of constructing index numbers

A
  1. simple
  2. weighted
28
Q

Simple index number

A

in this method, every commodity is given equal importance.
easiest method
applied to determine price, quantity, value

29
Q

Weighted index numbers

A

in this, suitable weights are assigned to commodities.
it gives relative importance to the commodity in the group.
in most cases, quantites are used as weights
methods- laaspeyre’s, paasche’s price index

30
Q

laaspeyre’s price index

A

base year quantities are considered weights
P01 = Σp1q0/Σp0q × 100

31
Q

paasche’s price index

A

quantities of current year as weights
P01 = Σp1q1/Σp0q1× 100

32
Q

Limitations of Index numbers

A
  1. Based on samples
  2. Bias in the data
  3. Arbitary weights
  4. Defects in formulae
  5. Misuse of index numbers
  6. Changes in the economy
  7. Qualitative changes
  8. Limited scope
33
Q

Based on samples

A

Index numbers are based on samples.
We cannot include all the items in the construction.
Hence they are not free from sampling errors

34
Q

Bias in the data

A

Index numbers are constructed on the basis of various types of data which may be incomplete. they may be bias in the data. this is bound to affect the results

35
Q

Arbitrary weights

A

The weights assigned to different commodities may be arbitrary

36
Q

Defects in formulae

A

There is no perfect formula for construction of an index number.
It is only an average and so it has all the limitations of an average

37
Q

Misuse of index numbers

A

Index numbers can be misused. They compare a situation in the current year with a situation in the base year. Hence a person may choose a base year suitable for their purpose.
For eg: a businessman may choose a base year in which his profict was low and show that his profit is rising in the current years