JEE MAIN & ADVANCED PAST PAPER SOLUTION Maths

• Detailed solution of each and every question has been provided for 100% conceptual clarity of the student.

• Solutions have been given with enough diagrams, proper reasoning to bring conceptual clarity.

• The book is divided into 22 chapters. The flow of chapters has been aligned as per the NCERT books.

• Each chapter divides the questions into 9 categories (as per the NEW IIT pattern) - Fill in the Blanks, True/False, MCQ 1 correct, MCQ more than 1 correct, Passage Based, Assertion-Reason, Multiple Matching, Integer Answer and Subjective Questions.

• The students are advised to attempt questions of a topic immediately after they complete a topic in their class/school/home. The book contains around 3380+ MILESTONE PROBLEMS IN Mathematics.

👉How to practice with JEE Main Question Papers?

Students appearing for JEE Main 2020 must practice with the help of the previous year question papers and sample papers. The advantages of preparing with the help of the question papers of JEE Main is that one can know the exam pattern, time taken to answer each question as well as difficulty levels of the exam. Some benefits of practicing with the JEE Main papers:

1. With more practice using question papers, the JEE Main exam pattern becomes clear with better clarity on the marking scheme.

2. A better understanding of the types of questions asked in exam comes with regular solving of JEE Main question papers

3. With constant and regular use of the question papers of JEE Main, a good idea of the JEE Main syllabus weightage can be gathered.

4. With every JEE Main question paper solved, candidates can analyze their preparation to improvise with revision.

🌟App Includes Following Chapters🌟

✔Trigonometric Functions & Equations

✔Complex Numbers

✔Quadratic Equation and Inequations (Inequalities)

✔Permutations and Combinations

✔Mathematical Induction and Binomial Theorem

✔Sequences and Series

✔Straight Lines and Pair of Straight Lines

✔Circle

✔Conic Sections

✔Functions

✔Limits, Continuity and Differentiability

✔Differentiation

✔Properties of Triangle

✔Inverse Trigonometric Functions

✔Matrices and Determinants

✔Applications of Derivatives

✔Indefinite Integrals

✔Definite Integrals and Applications of Integrals

✔Differential Equations

✔Probability

✔Vector Algebra and Three Dimensional Geometry

✔Miscellaneous (Sets, Relations, Statistics & Mathematical Reasoning)