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Fisher’s Ideal Index Number

Post author By Hemant More
Post date July 3, 2019
1 Comment on Fisher’s Ideal Index Number

Management > Managerial Statistics > Index Number By Fisher’s Method Laspeyre’s method is based on fixed weights of the base year. For price index base year’s quantities are used as weights. Paasche’s method is based on fixed weights of the current year. For price index, current year’s quantities are used as weights. Fisher has suggested […]

Tags Arithmetic mean, Base year, Chain base, Choice of average, Commodities, Different Weighted Index Method, Dorbish and Browley's Method, Explicit method, Fisher's Ideal Index Number, Fixed base, Geometric mean, Implicit method, Index Number, Lapeyre's Index Number, Managerial Statistics, Marshall Edgeworth Method, Paasche's Index Number, Price index, Price Index by Dorbish and Browley's Method, Price Index by Fisher's Method, Price Index by Laspeyre’s Method, Price Index by Marshall Edgeworth Method, Price Index Number by Paasche's Method, Quantity index, Quantity Index by Dorbish and Browley's Method, Quantity Index by Fisher's Method, Quantity Index by Laspeyre’s Method, Quantity Index by Marshall Edgeworth Method, Quantity Index by Paasche's Method, Selection of Weights, Simple Aggregative Method, Simple Average of Relative Method, Statistics, Value index

Biology

Attributes of Human Population – Part II

Post author By Hemant More
Post date July 3, 2019
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Science > Biology > Human Population and Population Control > Attributes of Human Population Part – II Population growth is the increase in the number of individuals in a population. The growth rate is the number of individuals added per thousand individuals in a given time. The growth rate can be represented by a graph called […]

Tags Birth rate, Death rate, Growth curves, Growth rate, J Shaped Curve, Mortality, Natality, S Shaped curve

Biology

Attributes of Human Population Part – I

Post author By Hemant More
Post date July 3, 2019
No Comments on Attributes of Human Population Part – I

Science > Biology > Human Population and Population Control > Attributes of Human Population Part – I Group of individuals of the same species occupying a particular geographic area at a given time and have the capability to breed with each other. The population is a taxonomic category lower than the species. Population share a common […]

Tags Age Distribution, Age pyramid, Age Structure, Attributes of Human Population, Migration of population, Population density, Population Distribution, Population size, Sex ratio

Statistics

Dorbish and Browley’s Method

Post author By Hemant More
Post date July 2, 2019
No Comments on Dorbish and Browley’s Method

Management > Managerial Statistics > Index Number By Dorbish and Browley’s Method Laspeyre’s method is based on fixed weights of the base year. For price index base year’s quantities are used as weights. Paasche’s method is based on fixed weights of the current year. For price index, current year’s quantities are used as weights. Dorbish […]

Tags Arithmetic mean, Base year, Chain base, Choice of average, Commodities, Different Weighted Index Method, Dorbish and Browley's Method, Explicit method, Fisher's Ideal Index Number, Fixed base, Geometric mean, Implicit method, Index Number, Lapeyre's Index Number, Managerial Statistics, Marshall Edgeworth Method, Paasche's Index Number, Price index, Price Index by Dorbish and Browley's Method, Price Index by Fisher's Method, Price Index by Laspeyre’s Method, Price Index by Marshall Edgeworth Method, Price Index Number by Paasche's Method, Quantity index, Quantity Index by Dorbish and Browley's Method, Quantity Index by Fisher's Method, Quantity Index by Laspeyre’s Method, Quantity Index by Marshall Edgeworth Method, Quantity Index by Paasche's Method, Selection of Weights, Simple Aggregative Method, Simple Average of Relative Method, Statistics, Value index

Statistics

Paasche’s Index Number

Management > Managerial Statistics > Index Number By Paasche’s Method Price Index Number by Paasche’s Method: Paasche’s method is based on fixed weights of the current year. For price index current year’s quantities are used as weights. Steps involved: Denote prices of the commodity in the current year as P1 and its quantity consumed in […]

Tags Arithmetic mean, Base year, Chain base, Choice of average, Commodities, Different Weighted Index Method, Dorbish and Browley's Method, Explicit method, Fisher's Ideal Index Number, Fixed base, Geometric mean, Implicit method, Index Number, Lapeyre's Index Number, Managerial Statistics, Marshall Edgeworth Method, Paasche's Index Number, Price index, Price Index by Dorbish and Browley's Method, Price Index by Fisher's Method, Price Index by Laspeyre’s Method, Price Index by Marshall Edgeworth Method, Price Index Number by Paasche's Method, Quantity index, Quantity Index by Dorbish and Browley's Method, Quantity Index by Fisher's Method, Quantity Index by Laspeyre’s Method, Quantity Index by Marshall Edgeworth Method, Quantity Index by Paasche's Method, Selection of Weights, Simple Aggregative Method, Simple Average of Relative Method, Statistics, Value index

Statistics

Lapeyre’s Index Number

Management > Managerial Statistics > Index Number By Larpeyre’s Method When all commodities are not of equal importance, we assign a weight to each commodity relative to its importance and the index number computed from these weights is called a weighted index number. For example, when calculating the price index number if the price of […]

Tags Arithmetic mean, Base year, Chain base, Choice of average, Commodities, Different Weighted Index Method, Dorbish and Browley's Method, Explicit method, Fisher's Ideal Index Number, Fixed base, Geometric mean, Implicit method, Index Number, Lapeyre's Index Number, Managerial Statistics, Marshall Edgeworth Method, Paasche's Index Number, Price index, Price Index by Dorbish and Browley's Method, Price Index by Fisher's Method, Price Index by Laspeyre’s Method, Price Index by Marshall Edgeworth Method, Price Index Number by Paasche's Method, Quantity index, Quantity Index by Dorbish and Browley's Method, Quantity Index by Fisher's Method, Quantity Index by Laspeyre’s Method, Quantity Index by Marshall Edgeworth Method, Quantity Index by Paasche's Method, Selection of Weights, Simple Aggregative Method, Simple Average of Relative Method, Statistics, Value index

Statistics

Simple Average of Relative Method

Post author By Hemant More
Post date June 28, 2019
1 Comment on Simple Average of Relative Method

Management > Managerial Statistics > Index Number By Simple Average of Relative Method Simple Average of Relative Method Using Arithmetic Mean: In this method, average of price relative of commodity is calculated. Steps involved Find price relative for each commodity for the current year using the formula R = (P1 / P0) × 100. Add […]

Tags Arithmetic mean, Base year, Chain base, Choice of average, Commodities, Different Weighted Index Method, Dorbish and Browley's Method, Explicit method, Fisher's Ideal Index Number, Fixed base, Geometric mean, Implicit method, Index Number, Lapeyre's Index Number, Managerial Statistics, Marshall Edgeworth Method, Paasche's Index Number, Price index, Price Index by Dorbish and Browley's Method, Price Index by Fisher's Method, Price Index by Laspeyre’s Method, Price Index by Marshall Edgeworth Method, Price Index Number by Paasche's Method, Quantity index, Quantity Index by Dorbish and Browley's Method, Quantity Index by Fisher's Method, Quantity Index by Laspeyre’s Method, Quantity Index by Marshall Edgeworth Method, Quantity Index by Paasche's Method, Selection of Weights, Simple Aggregative Method, Simple Average of Relative Method, Statistics, Value index

Statistics

Index Number By Simple Aggregative Method

Post author By Hemant More
Post date June 27, 2019
3 Comments on Index Number By Simple Aggregative Method

Management > Managerial Statistics > Index Number By Simple Aggregative Method In Simple Aggregative Method, the total price of commodities in a given (current) year is divided by the total price of commodities in a base year and expressed as a percentage. Steps involved in Simple Aggregative Method: Add the prices of all the commodities […]

Tags Arithmetic mean, Base year, Chain base, Choice of average, Commodities, Different Weighted Index Method, Dorbish and Browley's Method, Explicit method, Fisher's Ideal Index Number, Fixed base, Geometric mean, Implicit method, Index Number, Lapeyre's Index Number, Managerial Statistics, Marshall Edgeworth Method, Paasche's Index Number, Price index, Price Index by Dorbish and Browley's Method, Price Index by Fisher's Method, Price Index by Laspeyre’s Method, Price Index by Marshall Edgeworth Method, Price Index Number by Paasche's Method, Quantity index, Quantity Index by Dorbish and Browley's Method, Quantity Index by Fisher's Method, Quantity Index by Laspeyre’s Method, Quantity Index by Marshall Edgeworth Method, Quantity Index by Paasche's Method, Selection of Weights, Simple Aggregative Method, Simple Average of Relative Method, Statistics, Value index

International Business

What is Globalization?

Management > International Business Management > Globalization > What is Globalization? List of Sub-Topics: Globalization is the process of increased interconnectedness among countries through trade, investment, technology, and cultural exchange. While globalization has become more prominent in recent decades, its roots go back centuries. Early forms of globalization included trade routes such as the Silk […]

Tags Advantages of globalization, Benefits of globalization, Division of labour, Economic liberation, GCS, Global Civil Society, Globalization, Impact of Globalization, International business, International business career, International business course, International business objectives, International Business strategy, International market, Objectives of international business, Types of international business, Why is international business important

Statistics

Construction of Index Number

Post author By Hemant More
Post date June 25, 2019
No Comments on Construction of Index Number

Management > Managerial Statistics > Construction of Index Number Following are the steps involved in the construction of index number Purpose of index number: The steps which are taken in the construction of index number generally depend on the purpose of the index number. Hence the purpose of index numbers must be defined clearly, perfectly […]

Tags Arithmetic mean, Base year, Chain base, Choice of average, Commodities, Different Weighted Index Method, Dorbish and Browley's Method, Explicit method, Fisher's Ideal Index Number, Fixed base, Geometric mean, Implicit method, Index Number, Lapeyre's Index Number, Managerial Statistics, Marshall Edgeworth Method, Paasche's Index Number, Price index, Price Index by Dorbish and Browley's Method, Price Index by Fisher's Method, Price Index by Laspeyre’s Method, Price Index by Marshall Edgeworth Method, Price Index Number by Paasche's Method, Quantity index, Quantity Index by Dorbish and Browley's Method, Quantity Index by Fisher's Method, Quantity Index by Laspeyre’s Method, Quantity Index by Marshall Edgeworth Method, Quantity Index by Paasche's Method, Selection of Weights, Simple Aggregative Method, Simple Average of Relative Method, Statistics, Value index