A New Approach to Mathematics with Competency based Questions, Vol-I & II

Book Details:

• Author: Lalit Sharma

• ISBN: 9789357674669

• Edition: New 2024

• Pages: 580

About the Book:
This comprehensive and authentic textbook on Mathematics is designed to align with the latest CBSE syllabus for Class XII. It is an essential resource for students preparing for their board exams, with a clear focus on providing both in-depth theory and practical examples for each topic.

The book introduces each topic with its origin and relevance to real-world problems, ensuring students not only understand the mathematical concepts but also see their applications in everyday life. The inclusion of “Exercise for the reader” boxes and “Food for thought” boxes throughout the text encourages deeper engagement and understanding of the material.

Additionally, the textbook highlights topics removed from the CBSE syllabus but which remain critical for competitive exams such as CUET, JEE-MAINS, and others. Each chapter ends with an Objective Section, containing multiple-choice questions (MCQs), Assertion-Reasoning, and Case Study Based Questions, ensuring students are well-prepared for any type of question format.

Furthermore, the book incorporates original questions (beyond NCERT and Exemplar) to introduce Competency-Based Questions, fostering critical thinking and problem-solving skills. To reinforce learning, each chapter concludes with a concise summary, highlighting key definitions and formulas.

About the Author:
Lalit Sharma has been teaching Mathematics for over 18 years and is currently working in the Department of Mathematics at Modern School, Barakhamba Road, Delhi. He has authored 16 textbooks at the senior secondary level and published video lecture series for senior secondary students. His expertise also includes conducting Faculty Development Programmes and being part of various paper-setting committees at national and international levels.

Contents:

• RELATIONS AND FUNCTIONS

• INVERSE TRIGONOMETRIC FUNCTIONS

• MATRICES

• DETERMINANTS

• CONTINUITY AND DIFFERENTIABILITY

• APPLICATIONS OF DERIVATIVES