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MHT-CET mathematics

MHT-CET mathematics

₹200

1. Mathematics Olympiad Series for Class 1-10th 2. This book has been designed to provide relevant and best study material for Mathematics for Class 8th 3. The present book is divided into 11 chapters 4. It contains complete theoretical content exactly based on the pattern of various Mathematics Olympiads 5. 5 Practice Sets have been provided as per previous years' Mathematics Olympiad 6. Answers and explanations have been provided for the questions. Various institutes and associations across the country conduct Mathematics Olympiads & Competitions for Class 8 students. This specialized book has been designed to provide relevant and the best study material for the preparation for Class 8 students preparing for Mathematics Olympiads and competitions. This book has been designed to give the students an insight and proficiency into almost all the areas of mathematics asked in various Mathematics Olympiads. The present book has been divided into 11 chapters namely Rational Number, Exponent & Power, Square & Square Root, Cube & Cube Root, Algebraic Expression, Factorisation of Algebraic Expressions, Linear Equation in One Variable, Profit, Loss & Discount, Simple & Compound Interest, Direct & Inverse Proportion and Quadrilaterals. The book contains complete theory exactly on the pattern of various Mathematics Olympiads with sufficient number of solved examples set according to the pattern and level of Mathematics Olympiads. Exercises have also been given in the book. Problems from recently held Olympiads have also been given in the book. The book also contains five practice sets designed on the lines of the questions asked in the precious years mathematics Olympiads questions. Also answers to solutions for the practice sets have been provided at the end. As the book contains ample study as well as practice material, it for sure will help aspirants score high in the upcoming Mathematics Olympiads and competitions for Class 8 students.

5 months ago
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Arihant Jee Problems Dr. SK Goyal

Arihant Jee Problems Dr. SK Goyal

₹700

1. The current edition of New pattern JEE problem increases the comprehension 2. New pattern JEE problem Mathematics for JEE Main & advanced is a master practice 3. The book is divided into 32 chapters 4. More than 8000 JEE level problem that include all types of objective questions 5. Last 5 Previous years’ solved Paper (2020-2016) 6. Step-by-step explanations given to all the question for conceptual learning JEE Main & Advanced exam demands a high level of understanding of questions and interpretation of Solutions. It also challenges the comprehension and analytical skills to be more prompt in answering the questions asked in the exam. Arihant’s Master Problem Package presents the revised edition of “New Pattern JEE Problems Mathematics for JEE Main & Advanced” that is designed to give you a collection of all types of Objective Questions asked in JEE Exams these days. Supplemented with ample number of questions for practice, the entire syllabus has been categorized under 35 chapters. More than 8000 JEE level problem that include all types of objective questions. Solutions in this book are presented in a step by step manner to make you learn how to strategize for a problem along with the ways to move tactically to get correct answer. This book seeks to develop the capability of in appreciation of the inter-play concepts in arriving at the correct answer fast, in the students. TOC Complex Number, Theory Of Equations, Sequences And Series, Permutations And Combinations, Binomial Theorem, Matrices, Logarithms And Their Properties, Probability, Sets, Relations And Functions, Limits, Continuity And Differentiability, Differential Coefficient, Applications Of Derivatives, Monotonicity, Role's And Mean Value Theorems, Maxima And Minima, Indefinite Integration, Definite Integration, Areas, Differential Equations, The Straight Lines, Pairs Of Straight Lines, Circle, Parabola, Ellipse, Hyperbola, Trigonometrical Ratios And Identities, Trigonometric Equations, Solutions Of Triangles, Height And Distance, Inverse Circular F

5 months ago
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