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4.6👉TO APP READERS👈 This App Complete Mathematics JEE Main, is primarily meant for the candidates due to appear in CBSE’s JEE (Main). It thoroughly covers all the topics prescribed in the Mathematics syllabus of this examination. The book is divided into 28 chapters. Each chapter is organised as follows: 1. It begins with a review of important definitions, formulae, theorems, tips, tricks and techniques to solve problems. Difficult concepts have been explained by giving appropriate illustrations in sufficient numbers. 2. This theory is followed by examples. These examples (solved in detail) are divided into three categories: (a) Concept Based examples to further strengthen and enrich your conceptual understanding (b) Level 1 examples carefully selected to groom you for the JEE Main examination. This section contains both Straight Objective Type Questions and Assertion-Reason Type Questions. (c) Level 2 examples added to further boost your confidence by initiating you into tougher questions 3. The Solved Examples are followed by Exercises. These have been divided into five parts. (i) Concept Based Questions (ii) Level 1 Questions (iii) Level 2 Questions (iv) Previous Years’ AIEEE/JEE (Main) Questions (v) Previous Years’ B. Architecture Entrance Examination Questions. The philosophy behind (i), (ii) and (iii) is the same as that in Solved Examples. We have added (iv) and (v) to give you glimpse of the questions that have been asked in the previous years. As the Mathematics syllabus for B. Architecture Entrance Examination Questions is the same as that of JEE (Main) examination, questions from these papers have also been added for further practice. 4. Each exercise has been provided with answers. 5. Hints and Solutions to all the questions in (i), (ii), (iii), (iv) and (v) have been given at the end of the chapters. 💥How to Use this App💥 👍Step 1: Read the theory given in the chapter carefully. Take meaningful notes in a notebook. 👍Step 2: Go to solved examples. First attempt the questions given in this section (Concept-based). Try to solve ea yourself. If you fail to do it within a reasonable time limit, go through the solution carefully. The key to improvement is NOT merely understanding the explanation given in the solution, but to see eclues in the question lead us to the correct answer. 👍Step 3: Repeat Step 2 with Concept-based questions in the exercise. 👍Step 4: Repeat Step 2 and Step 3 with Solved Examples and questions in Exercises at Level-1 and Level-2. ✨CONTENT OF THE APPLICATION✨ Chapter-1 Sets, Relations and Functions Chapter-2 Complex Numbers Chapter-3 Quadratic Equations Chapter-4 Determinants Chapter-5 Matrices Chapter-6 Permutations and Combinations Chapter-7 Mathematical Induction and Binomial Theorem Chapter-8 Progressions Chapter-9 Limits and Continuity Chapter-10 Differentiability and Differentiation Chapter-11 Applications of Derivatives Chapter-12 Indefinite Integration Chapter-13 Definite Integrals Chapter-14 Areas by Integration Chapter-15 Differential Equations Chapter-16 Cartesian System of Rectangular Coordinates and Straight Lines Chapter-17 Circles and Systems of Circles Chapter-18 Parabola Chapter-19 Ellipse Chapter-20 Hyperbola Chapter-21 Three Dimensional Geometry Chapter-22 Vectors Chapter-23 Statistics Chapter-24 Probability Chapter-25 Trigonometrical Ratios, Identities and Equations Chapter-26 Inverse Trigonometric Functions Chapter-27 Heights and Distances Chapter-28 Mathematical Reasoning
