1. Suggest a group of six variables as follows: a) Three must be ratio variables b) Two must be nominal variables at least one with more than two categories c) One must be ordinal with more than two categories. d) Among the three ratio variables in a) one must be a dependent variable and the remaining two independent (explanatory) variables e) The two nominal variables in b) must also be transformed into dummy independent (explanatory) variables. There would be a total of at least five explanatory variables together explaining the dependent variable in a) Note: The hypothetical group of variables should belong to the following main areas: - Education
1. Suggest a group of six variables as follows: a) Three must be ratio variables b) Two must be nominal variables at least one with more than two categories c) One must be ordinal with more than two categories. d) Among the three ratio variables in a) one must be a dependent variable and the remaining two independent (explanatory) variables e) The two nominal variables in b) must also be transformed into dummy independent (explanatory) variables. There would be a total of at least five explanatory variables together explaining the dependent variable in a) Note: The hypothetical group of variables should belong to the following main areas: - Education
Elements Of Modern Algebra
8th Edition
ISBN:9781285463230
Author:Gilbert, Linda, Jimmie
Publisher:Gilbert, Linda, Jimmie
Chapter1: Fundamentals
Section1.1: Sets
Problem 37E: Prove or disprove that AB=AC implies B=C.
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