ISBN 9789351419877,Objective Approach To Mathematics –Vol 1

Objective Approach To Mathematics –Vol 1

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ISBN 9789351419877

Arihant Publication

Publication Year 2014

ISBN 9789351419877

ISBN-10 9351419878


Edition 5th
Number of Pages 1110 Pages
Language (English)

Entrance Exam Preparation

Amit M. Agarwal's Objective Approach to Mathematics Volume I, published by Arihant Publications, is a comprehensive book for JEE Main, JEE Advanced and other Engineering Entrance exams aspirants. It comprises of various concepts in Algebra, Trigonometry, Statistics, Linear Programming and Numerical Methods. A few other topics covered in this book are Inequality, Matrices and Determinants, Complex Numbers, Combinatorics, Probability, Sets, Cartesian Product and Relations, Linear Programming, Binomial Theorem and Properties and Solution of Triangles. About Arihant Publications Arihant Publications has been developing and publishing books for various competitive exams in India like IIT, JEE, Medical Entrances, State and UPSC Civil Services exams, PCS, MAT, CDS, Banking, GATE/IES/PSU, Job Recruitment guides, among many. Their study materials include practice papers, solved previous years' exam papers and magazines. They have published a set of school books for Class 9 to Class 12. They are into media promoting as well. Some of the books published by Arihant Publications are Department of Posts - Postal Assistants/Sorting Assistants Recruitment Exam, Objective Physics Volume 1 for Medical Entrance Examinations, A Textbook of Differential Calculus for JEE Main & Advanced, IAS Mains General Studies Chapter wise Solved Papers 2013-1997, Quan Bank - Indian History and A Compendium of Spoken Words. TABLE OF CONTENTS 1. Inequality 2. Complex Numbers 3. Sequences and Series 4. Quadratic Equations 5. Combinatorics 6. Binomial Theorem 7. Matrices and Determinants 8. Exponential and Logarithmic Series 9. Sets, Cartesian Product and Relations 10. Probability 11. Trigonometrical Functions and Identities 12. Trigonometrical Equations 13. Properties and Solution of Triangles 14. Inverse Trigonometric Functions 15. Heights and Distances 16. Statistics 17. Linear Programming 18. Numerical Methods Engineering Entrance Examinations 2012 Engineering Entrance Examinations 2013