CBSE All India Engineering Entrance Exam. Mathematics

CBSE All India Engineering Entrance Exam. Mathematics
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CBSE All India Engineering Entrance Exam. Mathematics

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Publisher: Upkar Prakashan
ISBN: 9788174822017
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CBSE All India Engineering Entrance Exam. Mathematics by Dr. N. K. Singh
Book Summary:

This is an era of fierce competition, where only the best survive. Many students sit for the AIEEE for admission. This examination enables those who qualify to take admission in prestigious engineering institutes of the country for the award of degrees in engineering.
An organised effort is required to succeed in the entrance examination of these institutes, as is evident from the fact that, out of the many who appear for the exams only a few manage to get through. This book is primarily meant for students appearing for these examinations.

The book thoroughly covers all the topics prescribed in the syllabi of the AIEEE. Each chapter begins with a review of important definitions, formulae, results and general techniques of solving the problems. I am sure that the candidates appearing for this examination will find this book extremely useful for achieving their goal.


Audience of the Book :
The book will help Useful for AIEEE Exam.
 
Key Features:

The main features of the book are as follows:

1. To stress problem-solving techniques rather than abstract formula and theorems.

2. To supplement the study material by use of examples.

3. To solve objective type questions by appropriate reasoning.

4. To make it possible for students with a high school mathematics education to extend their knowledge of mathematics and to be successful in highly challenging and competitive entrance examinations

 

Table of Contents:

01. Elements of Set Theory

02. Relation and Function

03. Complex Numbers

04. Matrices and Determinants

05. Quadratic Equation

06. Permutation and Combination

07. Mathematical Induction

08. Binomial Theorem

09. Sequence and Series

10. Trigonometry

11. Two Dimensional Geometry

12. Three Dimensional Geometry Calculus

13. Function

14. Limit, Continuity and Differentiability

15. Tangents and Normals

16. Maxima and Minima

17. Rolle’s Theorem, Mean Value Theorem, Taylor’s Theorem

18. Partial Differentiation

19. Singular Points

20. Curvature

21. Asymptotes

22. Curve Tracing

23. Integration of Rational, Irrational and Trigonometric Functions

24. Differential Equations

25. Vector Algebra

26. Frequency Distribution, Mean, Median, Mode and Standard Deviation

27. Probability Elementary Statics

28. Statics : Basic Concepts

29. Velocity, Acceleration and Rectilinear Motion Mental Aptitude

Part-I : Aptitude Test

Part-II : Drawing Aptitude