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Comprehensive Mathematics for JEE (Main) and other Competitive Examination

Comprehensive Mathematics for JEE (Main) and other Competitive Examination

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Product Specifications

Publisher Laxmi Publications All IIT JEE Mains Mathematics books by Laxmi Publications
ISBN 9789383828425
Author: Dr Kulbhushan Parkash,Prof P.N.Gupta
Number of Pages 812
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Comprehensive Mathematics for JEE (Main) and other Competitive Examination - Page 1 Comprehensive Mathematics for JEE (Main) and other Competitive Examination - Page 2 Comprehensive Mathematics for JEE (Main) and other Competitive Examination - Page 3 Comprehensive Mathematics for JEE (Main) and other Competitive Examination - Page 4 Comprehensive Mathematics for JEE (Main) and other Competitive Examination - Page 5

Comprehensive Mathematics for JEE (Main) and other Competitive Examination
About The Author :

Dr. Kulbhushan Prakash : Dr. Kulbhushan Parkash is a doctorate in Mathematics. He has retired as the Head of Department of Mathematics from DAV College (Lahore), Ambala City, Haryana, India.

P. N. Gupta : P. N. Gupta passed M. Sc. (Mathematics) examination in 1974 from the Delhi University. After passing Pre. Ph. D. examination as a C.S.I.R. fellow at IIT, Delhi, he joined a degree college as a Lecturer in Mathematics. During his teaching assignment, he passed M.A. (Economics) examination from the Punjabi University at Patiala, India. In 1987, the University Grant Commission of India sent him as a teacher fellow to the Kurukshetra University to study for the award of M.Phil. Degree in Mathematics. He has teaching experience of more than thirty years to his credit. He has authored many books on Mathematics for School and College students.

 

Table of Contents:
1.   Sets and Cartesian Product of Sets
 
2.   Relations
 
3.   Functions
 
4.   Complex Numbers
 
5.   Quadratic Equations
 
6.   Sequences and Series
 
7.   Inequalities
 
8.   Permutations and Combinations
 
9.   Mathematical Induction and its Applications
 
10.  Binomial Theorem and its Applications
 
11.  Logarithm
 
12.  Trigonometric Ratios, Identities and Maxima-Minima of Trogonometric Expressions
 
13.  Trigonometric Equations
 
14.  Properties of Triangles, Heights and Distances
 
15.  Inverse Trigonometric Functions
 
16.  Straight Line
 
17.  *Pair of Straight Lines
 
18.  Circles and Family of Circles
 
19.  Parabola
 
20.  Ellipse
 
21.  Hyperbola
 
22.  Matrics and Determinants
 
23.  Real Numbers and Functions of Real Variables
 
24.  Limits, Continuity and Differentiability
 
25.  Differentiation
 
26.  Application of Derivatives
 
27.  Indefinite Integrals
 
28.  Definite Integrals
 
29.  Area Bounded by Curve
 
30.  Differential Equations
 
31.  Vector Algebra
 
32.  Three Dimensional Geometry
 
33.  Probability
     
Assertion-Reason Type Questions
Practice Papers
Examination Papers

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