## Simple aggregative index number

Simple aggregative method is the price index for a given period is obtained by dividing the aggregate of different prices of the current year by the aggregate of different prices of the base year, and multiplying the quotient by 100. Compute the weighted aggregative price index numbers for $$1981$$ with $$1980$$ as the base year using (1) Laspeyre’s Index Number (2) Paashe’s Index Number (3) Fisher’s Ideal Index Number (4) Marshal-Edgeworth Index Number. These index numbers measure the changing the volume or quantity of goods produced or consumed. 3. Aggregative Index Number These index numbers are used to measure changes in a phenomenon like cost of living, total industrial production etc. •Classification of Index Numbers Index number generally classified as 1. Simple index number. 2. Simple aggregative index; Simple average of relative. Answer: 1. An Index Number which accounts for the relative importance of the items is known as weighted index. Question 2. In most of the weighted index numbers the weight pertains to : base year; current year; both base and current year; Answer: 1. In most of the weighted index number, the

## The index number calculated by this method satisfies the unit test. Demerits of Simple Average of Relative Method: As it is unweighted average, the importance of all the items is assumed to be the same. The index number constructed by this method does not satisfy the criteria laid down for index number. The index number is unduly influenced by

What is the simple aggregate price index? The total price of the selected items increased by 7.84% from 2007 to 2009. (A) Unweighted indices (B) Weighted indices In the unweighted indices, weights are not expressly assigned whereas in (A) Simple Aggregative, and. The simplest price index is a fixed-basket index. In this index, fixed amounts of the n quanti- ties in the value aggregate are chosen, and then this fixed basket of 24 Feb 2018 Weighted Index Number These are the index number in which instead of finding the simple aggregate of price, the weighted aggregate of the 30 Jan 2018 Unweighted Index : Simple Aggregative Method. Quantity Index Numbers, Business Mathematics and Statistics B Com Notes | EduRev. Simple and Composite Index Numbers For example, index numbers computed in above table are simple index numbers Aggregate Index Numbers.

### of construction of index numbers for instance- Simple and Weighted. Furthermore, the simple method is classified into simple aggregative and simple relative.

Compute the weighted aggregative price index numbers for $$1981$$ with $$1980$$ as the base year using (1) Laspeyre’s Index Number (2) Paashe’s Index Number (3) Fisher’s Ideal Index Number (4) Marshal-Edgeworth Index Number. These index numbers measure the changing the volume or quantity of goods produced or consumed. 3. Aggregative Index Number These index numbers are used to measure changes in a phenomenon like cost of living, total industrial production etc. •Classification of Index Numbers Index number generally classified as 1. Simple index number. 2. Simple aggregative index; Simple average of relative. Answer: 1. An Index Number which accounts for the relative importance of the items is known as weighted index. Question 2. In most of the weighted index numbers the weight pertains to : base year; current year; both base and current year; Answer: 1. In most of the weighted index number, the

### Simple index number again can be constructed either by – (i) Simple aggregate method, or by (ii) simple average of price relative's method. Similarly, weighted

A number of different formulae, more than hundred, have been proposed as means of calculating price indexes. While price index formulae all use price and possibly quantity data, they aggregate Weighted aggregative index numbers: These index numbers are the simple aggregative type with the fundamental difference that weights are assigned to the

## Simple index numbers grant equal importance to all items no matter what share it has. In other words, it considers each item to be equal with respect to the given variable. Consequently, it is a simple average and is less accurate when compared to the other class of index numbers.

These index numbers measure the changing the volume or quantity of goods produced or consumed. 3. Aggregative Index Number These index numbers are used to measure changes in a phenomenon like cost of living, total industrial production etc. •Classification of Index Numbers Index number generally classified as 1. Simple index number. 2. Simple aggregative index; Simple average of relative. Answer: 1. An Index Number which accounts for the relative importance of the items is known as weighted index. Question 2. In most of the weighted index numbers the weight pertains to : base year; current year; both base and current year; Answer: 1. In most of the weighted index number, the Simple Index Numbers price index number for the current year with the base year 100 and P10 is the index number of the base year, taking current year as the base, both the indices without the factor 100. Quantitative Aptitude & Business Statistics: Index Numbers 25 . Types of Simple Price Index Simple Aggregative Price Index. Simple aggregative price index may be calculated by the following formula. Price Index = ∑Pn / ∑Po x 100. Pn= current aggregative Price. 85.1 Index Number (3) About Me. accounting 123 View my complete profile. Blog Archive SIMPLE AGGREGATIVE METHODIt consists in expressing the aggregate price of all commoditiesin the current year as a percentage of the aggregate price in thebase year. p1 P01 100 p0 P01= Index number of the current year. p1 = Total of the current year’s price of all commodities. The ratio of the sum of weighted prices of current and base time periods multiplied by 100 is called weighted aggregate price index. This index is calculated after allocating weights to each commodity on the basis of their relative importance. Weights of these commodities are then multiplied by the prices of base and current time periods. INDEX NUMBERS PRESENTED BY- Deepak Khandelwal Prakash Gupta . We use your LinkedIn profile and activity data to personalize ads and to show you more relevant ads.

Compute the weighted aggregative price index numbers for $$1981$$ with $$1980$$ as the base year using (1) Laspeyre’s Index Number (2) Paashe’s Index Number (3) Fisher’s Ideal Index Number (4) Marshal-Edgeworth Index Number. These index numbers measure the changing the volume or quantity of goods produced or consumed. 3. Aggregative Index Number These index numbers are used to measure changes in a phenomenon like cost of living, total industrial production etc. •Classification of Index Numbers Index number generally classified as 1. Simple index number. 2. Simple aggregative index; Simple average of relative. Answer: 1. An Index Number which accounts for the relative importance of the items is known as weighted index. Question 2. In most of the weighted index numbers the weight pertains to : base year; current year; both base and current year; Answer: 1. In most of the weighted index number, the