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New Pattern Mathematics for IITJEE
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ISBN
:
9788131514009
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Publisher
:
Cengage Learning India
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Subject
:
Entrance Exams
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Binding
:
Paperback
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Pages
:
1126
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Year
:
2010
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550.0
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401.0
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Description
This book is a huge bank of questions patterned on the latest trends in the IIT-JEE examination. The book includes the entire range of types of questions asked in the examination and offers the students an opportunity to familiarize themselves with the nature and level of complexity of questions asked in IIT-JEE. The book has been divided into five broad sections: Trigonometry, Algebra, Coordinate Geometry, Calculus, and Vectors and 3D Geometry. Each section in turn has been sub-divided into chapters. Each chapter contains hundreds of questions of various types. Solutions to the questions have been provided at the end of each chapter. Key Features Reflects contemporary trends in the IIT-JEE Includes all types of questions asked in the examination Objective Type Multiple Correct Answers Type Reasoning Type Linked Comprehension Type Matrix-Match Type Integer Type Provides solutions to most questions Serves as a vast question bank Table of Contents Part A: Trigonometry 1. Trigonometric Ratios and Identities 2. Trigonometric Equations 3.Inverse Trigonometric Functions 4. Solutions and Properties of Triangle Part B: Algebra 1. Quadratic Equations and Expressions 2. Complex Numbers 3. Progression and Series 4. Inequalities Involving Means 5. Permutation and Combination 6. Binomial Theorem 7. Determinants 8. Matrices 9. Probability Part C: Coordinate Geometry 1. Straight Lines 2. Circle 3. Parabola 4. Ellipse 5. Hyperbola Part D: Calculus 1. Functions 2. Limits 3. Continuity and Differentiability 4. Methods of Differentiation 5. Application of Derivatives: Tangents and Normals, Rate Measures 6. Monotonocity and Maxima-Minima Functions 7. Indefinite Integration 8. Definite Integration 9. Area 10. Differential Equations Part E: Vectors & 3D Geometry 1. Introduction to Vectors 2. Different Products of Vectors and Their Geometrical Applications 3. Three-Dimensional Geometry
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