Master coordinate geometry concepts with Mathematics for JEE (Advanced) Coordinate Geometry – 3rd Edition by G. Tewani, a comprehensive and exam-focused resource specially designed for JEE aspirants.
This book is created to help students prepare for JEE Main and JEE Advanced by providing in-depth conceptual explanations and extensive practice in coordinate geometry.
The content covers important topics such as Straight Lines, Circles, Parabola, Ellipse, Hyperbola, Pair of Straight Lines, and Coordinate Transformations, explained with clear theory, solved examples, and advanced-level problem sets.
A major highlight of this book is its concept-based and analytical approach, which helps students improve logical reasoning, mathematical thinking, and problem-solving speed required for competitive examinations.
The exercises include a variety of objective questions, subjective problems, application-based exercises, and advanced-level practice questions that help students understand different problem-solving techniques and exam patterns.
The step-by-step solutions and detailed explanations make difficult coordinate geometry concepts easier to understand and apply in examinations.
This edition is provided without DPP (Daily Practice Problems) and remains highly useful for concept building, revision, and intensive problem-solving practice.
Ideal for Class 11 & 12 students, coaching students, and IIT-JEE aspirants, this book is suitable for self-study, advanced mathematics preparation, and competitive exam revision.
This is a paperback used book, which may show signs of previous usage such as slight cover wear, page yellowing, minor markings, or shelf wear. However, the book remains fully readable and suitable for continued study purposes.
A valuable study resource for engineering aspirants, Mathematics for JEE (Advanced) Coordinate Geometry – 3rd Edition by G. Tewani is an excellent guide for mastering coordinate geometry and improving performance in competitive exams.
PUBLICATION : CENGAGE
BINDING : PAPERBACK
LANGAUGE : ENGLISH
PAGES : 548

