Description
Taxmann Publications Basics in Statistics & Quantitative Reasoning 2nd Edition by S R Arora
This is an authentic and comprehensive textbook covering the entire syllabus. This book equips the students with various mathematical techniques and the application of these techniques to business problems.The emphasis is made on the concept and application rather than deriving the various formulae. The book lays a foundation for developing their skills in analyzing and interpreting mathematical statements.This book aims to fulfil the requirement of students for undergraduate courses in commerce and management.The Present Publication is the 2nd Reprint Edition, authored by Dr S.R. Arora & Dr Kavita Gupta, with the following noteworthy features:[Simple, Systematic & Lucid Language] The subject matter is presented in a simple, systematic method and lucid language to explain the concept and application.[Comprehensive Step-by-step Explanation] for easier understanding of all the topics[Illustrations & Examples] in each chapter are incorporated to provide a thorough understanding[Solved Examples] are included in each chapter[Excercises with Hints & Detailed Answers] to understand the problem thoroughly[Student-Oriented Book] This book has been developed keeping in mind the following factors:Interaction of the author/teacher with their students in the classroomShaped by the authors’/teachers’ experience of teaching the subject matter at different levelsReactions and responses of students have also been incorporated at different places in the bookContents of this book are as follows:Percentage, Profit and Loss, Ratio and ProportionSampling and Sampling DistributionFormation of Frequency Distribution and their Graphical RepresentationMeasures of Central TendencyMeasures of Variation and SkewnessMeasurement of ScaleSet TheoryRelations and FunctionsTheory of ProbabilityPermutation and CombinationsProgressions and SeriesIndex NumbersMathematics of FinanceApplication of DerivativesTablesAmount of an AnnuityPresent Value of an AnnuityLogarithms