A Handbook Of Mathematics For Entrance Examinations

By Bishal Kumar Agarwal more
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Product Specifications

Publisher Laxmi Publications
ISBN 9789386202529
Author: Bishal Kumar Agarwal
Number of Pages 416
Available
Available in all digital devices
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  • About the book

A Handbook Of Mathematics For Entrance Examinations by Bishal Kumar Agarwal
Book Summary:

A HANDBOOK OF MATHEMATICS FOR ENTRANCE EXAMINATIONS is designed for senior secondary school students, keeping in view that students preparing for either their class 12th Board Examinations or any other Entrance Examination must need a comprehensive book summarizing all concepts, facts, formulas and definition from each topic as a quick synopsis, that helps them in efficiently revising the subject matter under their syllabus before examination.

Audience of the Book :
This book Useful for JEE MAINS / Adavance (IIT-NIT Entrances), BITSAT, School Examination, Olympiad, CA-CPT, CAT(MBA), ACTUARY-ACET, UPSC-Exams.
Key Features :

1. The Book contains all necessary formulas, rules, terms & definitions, tricks and important key-points for each chapter.

2. This Book fully covers the new NCERT curriculum. Besides that, this book is designed in such a way that it contains all necessary basic concepts from all chapters for Class 1 to 12th

3. Subject matter in this book has simple, lucid, easy to understand style.

Table of Content :

1. Basic Concepts in Geometry

2. Elementary Arithmetic

3. Linear Programming Problems

4. Elementary Algebra

5. Statistics

6. Mensuration

7. Indices and Logarithms

8. Sets, Relations and Binary Operation

9. Sequences Progressions and Series

10. Quadratic Equations and Inequalities

11. Permutation and Combination

12. Binomial Theorem

13. Complex Numbers

14. Determinant

15. Matrices

16. Trigonometric Ratios and Identities

17. Trigonometric Equations

18. Properties and Solutions of a Triangle

19. Height and Distances

20. Straight Lines

21. Circle

22. Parabola

23. Ellipse

24. Hyperbola

25. Functions

26. Hyperbolic Function

27. Inverse Trigonometric Function

28. Limits

29. Continuity

30. Differentiability

31. Methods of Differentiation

32. Monotonicity

33. Maxima-Minima

34. Tangent and Normal

35. Indefinite Integration

36. Definite Integration

37. Differential Equation

38. Area Under the Curve

39. Vector Algebra

40. Probability

42. Mathematical Reasoning

43. Mathematics of Finance

Appendix

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