State Entrance Examination Mathematics B.Tech/B.Pharm/B.Arch

By Dr. N.K. Singh more
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Product Specifications

Publisher Upkar Prakashan
ISBN 9789350132616
Author: Dr. N.K. Singh
Number of Pages 724
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State Entrance Examination Mathematics B.Tech/B.Pharm/B.Arch by Dr. N.K. Singh
Book Summary:

In this book short-cuts have been given to solve objective type sums in minimum possible time. In order to solve objective type sums one should have conceptual clarity and should be able to apply the concepts properly. Almost all books containing objective type sums do not contain subject matter. In fact they provide a collection of problems. That is why students required other books to study subject matter and to build up concepts before they start solving objective type sums. Keeping this requirement of students in mind, I have discussed the subject matter in detail with suitable illustrations so that a reader of this book may not feel the need of consulting any other book.


Audience of the Book :
This book Useful for B.Tech/B.Pharm/B.Arch Entrance Examination.
 
Key Features:

The main features of the book are as follows:

1.In each chapter, subject matter has been discussed in a systematic and lucid manner with illustrations.

2. Illustrative objective type examples have been given to enable the students to apply the concepts studied, in subject matter, in solving objective type sums.

 

Table of Contents:

1. Sets, Relations and Functions

2. Complex Numbers

3. Quadratic Equations

4. Sequences and Series

5. Logarithm, Exponential and Logarithmic Series

6. Binomial Theorem

7. Permutations and Combinations

8. Matrices and

9. Probability

10. Inequalities and Mathematical Induction

11. Trigonometric Ratios and Equations

12. Properties of Triangle

13. Heights and Distances

14. Inverse Trigonometric Functions

15. Rectangular Cartesian Coordinates

16. Straight Line and Pair of Straight Lines

17. Circles and Family of Circles

18. Conic Section

19. Functions

20. Limits, Continuity and Differentiability

21. Differentiation

22. Applications of Derivatives

23. Indefinite Integration

24. Definite Integrals

25. Area of Bounded Regions

26. Differential Equations

27. Vector Algebra

28. Statistics

29. Statics

30. Dynamics

Level of Difficulty–1

Level of Difficulty–2

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