SChand’S Mathematics For Class XI

SChand’S Mathematics For Class XI
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SChand’S Mathematics For Class XI

Publisher: SChand Publications
ISBN: 9788121927406
Number of Pages: 1305
Availability: In Stock
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SChand'S Mathematics For Class XI by HK Dass And Rama Verma
Book Summary:

This book S. Chand's Mathematics for XI is written according to Common Core Curriculum developed by the Council of Boards of School Education (COBSE) and National Council of Educational Research and Training (NCERT) for academic sessions from 2011 onwords.

From 2011 onwards 19 boards of school education such as CBSE, Haryana, Bihar, Uttarakhand, Goa, Nagaland, Jammu & Kashmir, Rajasthan, Kerala, Assam and West Bengal, etc. have followed the common syllabus as included in the textbook. Some more boards of school education are expected to agree to adopt this common core curriculum for 11th class students.

Most of the students use NCERT Textbook and they find difficulty in solving the unsolved questions that is why we have solved the unsolved questions of exercises of NCERT. In this way, the edition of this textbook has become very useful to the readers.

Key Features:

The main features of the book are as follows:

1. All the questions of each exercise of NCERT Textbook are solved in this edition.

2. 30 Solved Value-Based Questions are appended at the end of the book.

3. Hints to the selected questions are given.

4. Every chapter starts with the newly prescribed syllabus, important formulae and summary to help students to get a microscopic view of contents to follow.

5. The whole syllabus is split up into small chapters in order to make the concepts clear and easy to understand.

6. Problems are linked with learners life and experiences so that the learner wil realize how and why mathematics is useful all around us.

7. The focus is on developing the processes involved in mathematical reasoning.


Table of Contents:


1. Sets
2. Cartesian Product of Sets and Relations
3. Functions
4. Measurement of Angles
5. Trigonometric Functions
6. Trigonometric Ratios of Compound Angles
7. Transformation of Formulae
8. Trigonometric Functions of Multiples and Submultiples of Angles
9. Trigonometric Equations
10. Sine and Cosine Formulae


11. Mathematical Induction
12. Complex Numbers
13. Polar Form of Complex Numbers
14. Quadratic Equations
15. Linear Inequalities
16. Permutations
17. Combinations
18. Binomial Theorem
19. Arithmetic Progression
20. Geometric Progression
21. Arithmetico-Geometric Series and Special Series


22. Cartesian System of Rectangular Coordinates
23. The Straight Lines
24. General Equation of Line
25. Circles
26. Parabola
27. Ellipse
28. Hyperbola
29. Introduction to Three-Dimensional Geometry