Higher Algebra - Softcover

Barnard, Child &

Softcover

ISBN 10: 935176253X ISBN 13: 9789351762539

Publisher: Arihant Publishers, 2018

Synopsis

Hall & Knight for Higher Algebra for Beginners- Classic Texts Series - Classic Text Series is a compilation of great and amazing works done by inspiring Teachers, Authors, Writers and Visionaries around the worlds in the field of Science and Mathematics. Higher Algebra for Schools, by Hall & Knight is one of the finest book trusted by lecturers and students involved in the preparations of Elementary Algebra. In this edition of the book you will note that the text is largely supplemented by manuscript notes and various segments and chapters have been included, restructured, enlarged, and revised. Authored by, esteemed HS Hall and SR Knight, the book consists of: Definitions, Theorems, Formulas, and Solved Examples, Unsolved Examples, Miscellaneous Examples from easy to challenging levels of difficulty. Answers to these 35 unsolved exercises are given at the end of the book to train students with deep understanding and dynamic approach to Mathematical Exercises.

Table of Content: Ratio; Proportion; Variation; Arithmetical Progression; Geometrical Progression; Harmonical Progresiion Theorems Connected with the Progression; Scales of Notation; Surds and Imaginary Quantities; The Theory of Quadratic Equations; Miscellaneous Equations; Permutations and Combinations; Mathematical Induction; Binomial Theorem Positive Integral Index; Binomial Theorem, any Index; Multimonial Theorem; Logarithms; Exponential and Logarithmic Series; Interest and Annuities; Inequalities; Limiting Values and Vanishing Fractions; Convergency and Divergency of Series; Undetermined Coefficients; Partial Fractions; Recurring Series; Continued Fractions; Indeterminate Equations of the First Degree; Recurring Continued Fractions; Indeterminate Equations of the Second Degree; Summation of Series; Theory of Numbers; General Theory of Continued Fractions; Probability; Determinants; Miscellaneous Theorems and Examples; Theory of Equations.

Edition details

• Publisher: Arihant Publishers
• Publication date: 2018
• Language: English
• ISBN 10: 935176253X
• ISBN 13: 9789351762539
• Binding: Paperback
• Edition number: 6
• Number of pages: 584