<\/span><\/h2>\nAs you can see from the above table, there are 33 chapters in RD Sharma Solutions for Class 11 Maths. In the following section, you will find the details of all 33 chapters. You can also download RD Sharma Class 11 Book PDF Chapter-wise.<\/span><\/p>\n<\/span>Chapter 1: Sets<\/span><\/h3>\nThe first chapter is ‘Sets.’ In this chapter, you will learn various concepts related to the topic, ‘sets.’ The various topics you would be studying include the definitions of a ‘set’ and ‘elements in a set.’ You will also learn how to describe sets using the set-builder and roster methods.<\/span><\/p>\nBesides this, you would also be learning other topics in the chapter, ‘Sets.’ You will learn the types of sets, including subsets, universal sets, and power sets, and how to represent sets using Venn diagrams. <\/span><\/p>\nAdditionally, you will also learn how to perform different operations on sets such as addition, subtraction, and multiplication. The other topics that you will be studying in the chapter include the algebraic laws of sets and the results on the number of elements in a set.<\/span><\/p>\n<\/span>Chapter 2: Relations<\/span><\/h3>\nIn the chapter, ‘Relations,’ you will learn the definitions of relations, domains, and range of relations. You will also learn the concepts of pictorial diagrams, co-domains, and special relations between different types of sets. <\/span><\/p>\nThe other topics that you will be learning in this chapter include the Cartesian product of sets, including those of two finite and real sets, and ordered pairs.<\/span><\/p>\n<\/span>Chapter 3: Functions<\/span><\/h3>\nChapter 3 in RD Sharma Solutions Class 11 Maths deals with ‘Functions’ and is mostly related to the functions of sets. The concept is essential in the subject. So, you must pay careful attention to it as it has prominence in other branches of mathematics such as differential and integral calculus.<\/span><\/p>\nIn this chapter, you will learn about function as a correspondence between two sets and the relationship between one set and another. You will also be learning about the different functions of a set, including the exponential and ceiling functions.<\/span><\/p>\n<\/span>Chapter 4: Measurement of Angles<\/span><\/h3>\nThe fourth chapter in Maths for CBSE class 11 is Measurement of Angles. It talks about the measurement of angles and the sign used to represent them. The chapter concisely explains these concepts to the students of class 11.<\/span><\/p>\n<\/span>Chapter 5: Trigonometric Functions<\/span><\/h3>\nThe chapter introduces the students of class 11 to the concept of Trigonometry. There are various functions and equations in trigonometry, and the chapter discusses three such functions. By going through this chapter, you will learn to solve complex problems using various trigonometric functions. Additionally, you will also learn to solve problems involving trigonometric equations.<\/span><\/p>\n<\/span>Chapter 6: Graphs of Trigonometric Functions<\/span><\/h3>\nIn this chapter, you will learn how to represent different trigonometric functions graphically. You will also be learning a host of other topics, including the sine function as a continuous wave.<\/span><\/p>\n<\/span>Chapter 7: Trigonometric Functions of Compound Angles<\/span><\/h3>\nIn chapter seven, you have various topics related to the trigonometric functions of compound angles. These topics include the definition and meaning of compound angles and the different formulae used to determine the trigonometric functions of compound angles.<\/span><\/p>\n<\/span>Chapter 8: Transformation Formulae<\/span><\/h3>\nIn this chapter, you will learn two sets of formulae that help in the transformation of trigonometric functions. The formulae are used to transform products into sums and differences and the formulae help transform sums and differences into products.<\/span><\/p>\n<\/span>Chapter 9: Trigonometric Ratios of Multiple and Sub-Multiple Angles<\/span><\/h3>\nThe chapter, ‘Trigonometric Ratios of Multiple and Sub-Multiple Angles,’ deals with expressing various trigonometric functions as multiple and sub-multiple angles such as 2x, 3x, and so on.<\/span><\/p>\n<\/span>Chapter 10: Sine and Cosine Formulae and their Applications<\/span><\/h3>\nThe chapter mainly deals with the applications of the sine and cosine formulae in various fields such as Geography to estimate the distance between two different landmarks.<\/span><\/p>\n<\/span>Chapter 11: Trigonometric Equations<\/span><\/h3>\nChapter 11 talks about the different trigonometric equations, their meaning, and their applications in solving various problems.<\/span><\/p>\n<\/span>Chapter 12: Mathematical Induction<\/span><\/h3>\nThe chapter, ‘Mathematical Induction,’ discusses the principles and applications of mathematical induction. In this chapter, you will also learn about the process of proof by mathematical induction.<\/span><\/p>\n<\/span>Chapter 13: Complex Numbers<\/span><\/h3>\nIn Chapter 13, you will learn about the concept of ‘Complex Numbers.’ You denote complex numbers using the symbol ‘I’ which stands for IOTA. A complex number has two parts. Of these two parts, one part is a real number, and the other is an imaginary number denoted by the symbol’ IOTA.’ Besides this, the chapter also tells you how to add, multiply, subtract, and divide different complex numbers.<\/span><\/p>\nOther operations on complex numbers that you will be learning include modulus, conjugation, and reciprocity.<\/span><\/p>\n<\/span>Chapter 14: Quadratic Equations
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