Page 222 - DECO504_STATISTICAL_METHODS_IN_ECONOMICS_ENGLISH
P. 222

Statistical Methods in Economics                                   Dilfraz Singh, Lovely Professional University


                   Notes           Unit 16: Methods—Simple (Unweighted) Aggregate Method

                                                    and Weighted Aggregate Method




                                    CONTENTS
                                    Objectives
                                    Introduction
                                    16.1 Simple (Unweighted) Aggregate Method
                                    16.2 Weighted Aggregate Method
                                    16.3 Summary
                                    16.4 Key-Words
                                    16.5 Review Questions
                                    16.6 Further Readings


                                  Objectives

                                  After reading this unit students will be able to:
                                  •   Discuss Simple (Unweighted) Aggregate Method.
                                  •   Explain Weighted Aggregate Method.

                                  Introduction

                                  A large number of formulae have been devised for constructing index numbers. Broadly speaking,
                                  they can be grouped under two heads:
                                  (a) Unweighted indices, and (b) Weighted indices.
                                  In the unweighted indices weights are not expressly assigned where again the weighted indices
                                  weights are assigned to the various items. Each of these types may further be divided under two
                                  heads:
                                  (1)  Simple Index Numbers
                                      Simple Index Number is that Index number in which all the items are assigned equal importance. In
                                      other words, weights are not assigned to the different commodities and as such it is also called
                                      unweighted Index Number.
                                      There are two methods of calculating Simple Index Number.
                                      (i)  Simple aggregate method
                                      (ii)  Simple average of price relative method.
                                  (2)  Weighted Index Numbers
                                      In constructing simple index numbers, all commodities are given equal importance but in
                                      practice, all commodities don’t have equal importance. For example, for a consumer, wheat is
                                      more important than vegetable or pulse. Similarly, clothes are more important than a video. To
                                      express the relative importance of different commodities, weights on some definite basis are
                                      used. When index numbers are constructed taking into consideration the importance of different
                                      commodities, then they are called weighted index numbers. There are two methods of
                                      constructing weighted index numbers:
                                      (i)  Weighted Aggregative Method
                                      (ii)  Weighted Average of Price Relative Method.




         216                              LOVELY PROFESSIONAL UNIVERSITY
   217   218   219   220   221   222   223   224   225   226   227