
Explore index numbers as statistical tools that measure changes in price, quantity, or value and serve as a barometer of inflation, deflation, and economic activity, with fixed-base and chain-based methods.
Explore basic models of index numbers and learn how they track changes in economic activity and price levels, including inflation, exports, and industrial and agricultural production.
Explore basic models of index numbers by aggregating price data, comparing prices across years, and computing averages to measure price changes.
Explore how to convert numbers into fixed-based index numbers and apply chain index numbers, using the key formula to compare values over time.
Study index numbers in business mathematics and statistics using Fishers ideal index model, Laspayer's method, Pasche's method, and Dorbish method to compare prices and quantities.
Apply Fisher's model to calculate index numbers in business statistics, illustrating how stock index calculations and related data transform into meaningful indicators for analysis.
Explore time reversal and factor reversal tests for index numbers in business mathematics and statistics, and apply these concepts to practical index number analysis.
Explore the main factor reversal test in index numbers, explaining how price changes and quarterly variations influence the assessment and decision-making in business statistics.
Explore how splicing combines overlapping indices to create a new index, detailing price index, global supplies index, and the base in indexing.
Deflating explains index numbers by using the price index to adjust income and other measures, showing how inflation affects values in business statistics.
An Index Number is s statistical measure which tells about the change in Economic activity. Index numbers helps us to know whether the prices are going up or down; industrial production is rising or falling; imports /exports are increasing or decreasing, etc. Thus, Index Numbers are rightly called as the Barometer of the economy. An Index Number is a statistical measure designed to show changes in variable or group of variables with respect to time, geographic location or other characteristic. Index numbers are indicators of average percentage change in a series of figures where one figure (called the base) is assigned an arbitrary value of 100, and other figures are adjusted in proportion to the base. In this course , the students will understand:
The Basic concepts and Models of Index Numbers
Simple Aggregative Method and Average of Price Relatives Method
Fishers Ideal Index Model, Dorbish Method, Laspayer's Method, Pasche's Method, Marshall Method
Time Reversal Test and Factor Reversal Test
Advanced Concepts in Index Numbers like Deflating and Splicing
In business, managers are often concerned with the way in which values change over time:
· prices paid for raw materials;
· numbers of employees and customers,
· annual income and profits, etc.
In this course the students will learn how can the Index numbers be used to describe such changes. They are often concerned with money or manpower. It is necessary in business to be able to understand and manipulate the different published index series, and to construct your own index series.