In the realm of mathematics education in India, RD Sharma’s textbooks hold a revered status. Designed to cater to the learning needs of students, RD Sharma Mathematics for Class 11 stands as a cornerstone for building a strong mathematical foundation. In this blog, we will delve into the essence of RD Sharma Mathematics for Class 11, covering both Part 1 and Part 2, and provide a summary of the chapters included in these volumes.
R. D. Sharma Mathematics Class 11 | Volume I
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Part 1: Navigating Mathematical Realms
Sets: This chapter introduces the concept of sets, subsets, operations on sets like union, intersection, complement, etc.
Relations: It covers various types of relations such as reflexive, symmetric, transitive, equivalence relations, and functions.
Functions: This chapter delves deeper into the concept of functions, including types of functions like one-to-one, onto, into, composite functions, etc.
Mathematical Induction: It explains the principle of mathematical induction and its applications in proving statements in mathematics.
Addition and Subtraction of Vectors: This chapter introduces vectors and covers operations like addition, subtraction, and scalar multiplication of vectors.
Multiplication of Vectors by a Scalar: Further exploration of vector operations focusing on scalar multiplication.
Vector Product and Scalar Triple Product: Here, you'll learn about vector products like the dot product and cross product, along with scalar triple products.
Scalar or Dot Product of Two Vectors: Detailed explanation of the scalar product of vectors including its properties and applications.
Vector or Cross Product of Two Vectors: Covers the cross product of vectors, its properties, and applications.
Scalar Triple Product of Vectors: This chapter deals with scalar triple products of vectors and their geometric interpretations.
Product of Three Vectors: It explores the product of three vectors, various forms, and applications.
Addition of Vectors by the Method of Components: Discusses methods for adding vectors using their components.
Introduction to 3-D Coordinate Geometry: Introduces three-dimensional coordinate geometry, including equations of lines and planes.
Conclusion:
Book Chapters
- Chapter 1: Sets
- Chapter 2: Relations
- Chapter 3: Functions
- Chapter 4: Measurement of Angles
- Chapter 5: Trigonometric Functions
- Chapter 6: Graphs and Trigonometric Functions
- Chapter 7: Values of Trigonometric functions at sum or difference of angles
- Chapter 8: Transformation Formulae
- Chapter 9: VALUES OF TRIGONOMETRIC FUNCTIONS AT MULTIPLES AND SUBMULTIPLES OF AN ANGLE
- Chapter 10: TRIGONOMETRIC EQUATIONS
- Chapter 11: MATHEMATICAL INDUCTION
- Chapter 12: COMPLEX NUMBERS
- Chapter 13: QUADRATIC EQUATIONS
- Chapter 14: Linear Equations
- Chapter 15: PERMUTATIONS
- Chapter 16: COMBINATIONS
- Chapter 17: BINOMIAL THEOREM
- Chapter 18: ARITHMETIC PROGRESSIONS
- Chapter 19: Geometric Progression
- Chapter 20: SOME SPECIAL SERIES