48+24 Years Chapterwise Topicwise Solutions Maths for JEE (Adv + Main) By MTG Learning

• The book has the previous 48 years’ papers (1978-2025) of JEE Advanced/IIT JEE & 24 years’ papers (2002-2025) of JEE Main/AIEEE.
• It covers all the online and offline papers over the mentioned years along with all subjective & objective questions.
• Each chapter begins with a synopsis called “Snapshot” to understand the concept & formulae for solving the problem in a better way.
• The book is divided into two sections, class 11 and class 12, as per the NCERT syllabus.
• All the questions from JEE Main & Advanced are arranged in a chapter-wise, topic-wise format for convenience and level-wise progress.
• This is a completely solved book with answer keys & explanations for all 229 Previous Years’ Papers and 6500+ previous years’ questions of JEE.
• 66 topics, 22 chapters, 10 categories
• Along with this, you get a free smart book of the digital replica of this book so that you can continue your studies anywhere, anytime, without having to carry the book.

MTG’s 48+24 Years Chapter-wise Topic-wise Previous Years Questions for JEE Main & Advanced book is designed for those who are targeting JEE Mains and Advanced both. The synopsis provided in the chapters helps the students in revising the chapters perfectly before starting the practice of questions. A student using this book strategically can come up with flying colours in both exams – JEE Main and Advanced.

Table of Content:

• Class - 11
• 1.Sets, Relations and Functions
• 2.Trigonometric Functions
• 3.Binomial Theorem
• 4.Complex Numbers and Quadratic Equations
• 5.Permutations and Combinations
• 6.Sequences and Series
• 7.Straight Lines
• 8.Conic Sections
• 9.Limits and Derivatives
• 10.Statistics
• 11.Logarithms
• Class - 12
• 1.Relations and Functions
• 2.Inverse Trigonometric Functions
• 3.Matrices and Determinants
• 4.Continuity and Differentiability
• 5.Application of Derivatives
• 6.Integrals
• 7.Application of Integrals
• 8.Differential Equations
• 9.Vector Algebra
• 10.Three Dimensional Geometry
• 11.Probability