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Arihant Classic Texts Series Higher Algebra by Barnard and Child | Algebra Book for JEE, CUET, Engineering Entrance, and Competitive Exams 2025

Arihant Classic Texts Series Higher Algebra by Barnard and Child | Algebra Book for JEE, CUET, Engineering Entrance, and Competitive Exams 2025

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Arihant Classic Texts Series Higher Algebra by Barnard and Child | Algebra Book for JEE, CUET, Engineering Entrance, and Competitive Exams 2025

BOOK INTRODUCTION

The complete elementary textbook on Higher Algebra in Classic Text Series is aimed at producing a treatise in which the subject is developed logically and serves as an introduction to modern analysis. This book covers most of the examples from the Mathematical Tripos examinations. Exercises are given at the end of each chapter.

BOOK STRUCTURE

  • 33 Chapters
  • Miscellaneous Exercises

BOOK KEY FEATURES

  • The modern treatment of complex quantities is presented in a simple manner
  • Each chapter is developed logically to serve as an introduction to modern analysis
  • Question sets are followed by the theory
  • Most of the examples are from the Mathematical Tripos and remaining ones are original

WHY CHOOSE THIS BOOK?

  • Must have book for all engineering entrance aspirants
  • Suitable for schools and junior honour classes of universities
  • Most preferred concept-building tool to learn mathematics
  • Updated and deals with the modern treatment of complex concepts of higher algebra
  • Theory, Answers, and Examples are compiled for an in-depth understanding of topics

TABLE OF CONTENTS

Theory Of Numbers, Rationals & Irrationals, Polynomials, Symmetric & Alternating Functions, Substitutions, Complex Numbers, Theory Of Equations, Partial Fractions, Summation Of Series, Determinants, Systems Of Equations, Reciprocal & Binomial Equations, Cubic & Biquadratic Equations, Theory Of Irrationals, Inequalities, Sequences & Limits, Convergence Of Series, Continuous Variable, Theory Of Equation, Polynomials, Rational Fractions, Exponential & Logarithmic Functions & Series, Convergence, Binomial & Multinomial Theorems, Rational Fractions, The Operators, Continued Fractions, Indeterminate Equations Of The First Degree, Theory Of Numbers, Residues Of Powers Of A Number, Recurring Decimals, Number Solution Of Equations, Implicit Functions, Curve Tracing, Infinite Products, Permutations, Combinations And Distributions, Probability, Continued Fractions

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