43 + 19 Years Chapterwise Solutions Chem Phy Math ( Set Of 3 Books ) For JEE (Adv + Main) 2021

Mtg’s 43 + 19 years Chapter-wise solution – Physics book is designed for those who are targeting JEE Mains and Advanced both. It contains previous 43 years papers of JEE Advanced/IIT JEE and 19 years papers of JEE Main/AIEEE. The book is divided into two sections, Class 11 and class 12 as per the NCERT syllabus. Each Chapter begins with Synopsis (in a nutshell) to understand the concept and formulae for solving the problem in a better way. Since JEE Main and Advanced questions are present in chapter wise format, it gives a better idea of difference in Level of questions in two exams. It also guides students about the depth of understanding a topic required for a certain Chapter and Topic. The number of questions reflects which Chapter is important for Mains and which is for advanced. A student using this book strategically can come up with flying colour in both the exams. This revised edition givesaccess to all the questions of this book on web and mobile. So, that a buyer can get a complete package to prepare for online JEE 2021 and write the exam with full confidence. Content: Class XI 1. Units, dimensions and errors 2. Kinematics 3. Laws of Motion 4. Work, Energy and Power 5. Rotational Motion 6. Gravitation 7. Properties of Matter 8. Heat and Thermodynamics 9. Oscillations and Waves Class XII 1. Electrostatics 2. Current Electricity 3. Magnetism 4. Electromagnetic Induction and Alternating Current 5. Optics 6. Modern Physics 7. Solids and semiconductor devices 8. Electromagnetic Waves and Communication system 9. Practical Physics. Mtg’s 43 + 19 years Chapter-wise solution – Chemistry book is designed for those who are targeting JEE Mains and Advanced both. It contains previous 43 years papers of JEE Advanced/IIT JEE and 19 years papers of JEE Main/AIEEE. The book is divided into two sections, Class 11 and class 12 as per the NCERT syllabus. Each Chapter begins with Synopsis (in a nutshell) to understand the concept and formulae for solving the problem in a bette