**CBSE Class 11 Maths RD Sharma Solutions: **You have RD Sharma Solutions for the subject that presents each topic concisely and comprehensively. **RD Sharma Solutions** Class 11 Maths can be handy study materials as they help students to become thorough with those concepts that serve as a basis for what you would be learning in grade 12.

Table of Contents

## Download CBSE Class 11 Maths RD Sharma Solutions 2022 For Term 1 & Term 2

**Here, the students can download the Class 11 Maths RD Sharma Solutions chapter-wise:**

- Chapter 1 – Sets
- Chapter 2 – Relations
- Chapter 3 – Functions
- Chapter 4 – Measurement of Angles
- Chapter 5 – Trigonometric Functions
- Chapter 6 – Graphs of Trigonometric Functions
- Chapter 7 – Trigonometric Ratios of Compound Angles
- Chapter 8 – Transformation Formulae
- Chapter 9 – Trigonometric Ratios of Multiple and Sub Multiple Angles
- Chapter 10 – Sine and Cosine Formulae and Their Applications
- Chapter 11 – Trigonometric Equations
- Chapter 12 – Mathematical Induction
- Chapter 13 – Complex Numbers
- Chapter 14 – Quadratic Equations
- Chapter 15 – Linear Inequations
- Chapter 16 – Permutations
- Chapter 17 – Combinations
- Chapter 18 – Binomial Theorem
- Chapter 19 – Arithmetic Progressions
- Chapter 20 – Geometric Progressions
- Chapter 21 – Some Special Series
- Chapter 22 – Brief Review of Cartesian System of Rectangular Coordinates
- Chapter 23 – The Straight Lines
- Chapter 24 – The Circle
- Chapter 25 – Parabola
- Chapter 26 – Ellipse
- Chapter 27 – Hyperbola
- Chapter 28 – Introduction To 3D Coordinate Geometry
- Chapter 29 – Limits
- Chapter 30 – Derivatives
- Chapter 31 – Mathematical Reasoning
- Chapter 32 – Statistics
- Chapter 33 – Probability

11th Maths RD Sharma Solutions are prepared as per the latest syllabus and the CCE guidelines. These solutions are explained in a detailed manner so that the students can easily grasp the concepts and these include detailed illustrations with more than Solutions.

## Chapter-wise RD Sharma Class 11 Maths Solutions 2022 For Term 1 & Term 2

As 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.

### Chapter 1: Sets

The 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.

Besides this, you would also be learning other topics in the chapter, ‘Sets.’ You will learn the types of sets, including subsets, universal set, and power set, and how to represent sets using Venn diagrams.

Additionally, 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.

### Chapter 2: Relations

In 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.

The 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.

### Chapter 3: Functions

Chapter 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.

In 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.

### Chapter 4: Measurement of Angles

The 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.

### Chapter 5: Trigonometric Functions

The 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.

### Chapter 6: Graphs of Trigonometric Functions

In 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.

### Chapter 7: Trigonometric Functions of Compound Angles

In 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.

### Chapter 8: Transformation Formulae

In this chapter, you will learn two sets of formulae that helps in the transformation of trigonometric functions. The formulae used to transform products into sums and differences and the formulae that help transform sums and differences into products.

### Chapter 9: Trigonometric Ratios of Multiple and Sub-Multiple Angles

The 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.

### Chapter 10: Sine and Cosine Formulae and their Applications

The 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.

### Chapter 11: Trigonometric Equations

Chapter 11 talks about the different trigonometric equations, their meaning, and applications in solving various problems.

### Chapter 12: Mathematical Induction

The 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.

### Chapter 13: Complex Numbers

In 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.

Other operations on complex numbers that you will be learning include modulus, conjugation, and reciprocity.

### Chapter 14: Quadratic Equations

In this chapter, you will learn how to solve or simplify different types of quadratic equations.

### Chapter 15: Linear Inequations

The chapter on ‘Linear Inequations’ deals with the concept of change in the equation when a variable or value changes over from one side to the other. You will also learn to apply the modulus operation to a linear inequation and its effects on the inequality.

### Chapter 16: Permutations

Chapter 16 introduces you to the concept of ‘Permutations.’ The chapter explains the meaning of permutations and their applications in solving different types of problems. Additionally, you will also learn the effects of order of selection and other allied concepts.

### Chapter 17: Combinations

In this chapter, you will learn about combinations. The chapter also tells you that the order of selection does not affect combinations.

### Chapter 18: Binomial Theorem

In chapter 18, you will learn the concept of the binomial theorem, including its definition and applications for solving various problems.

### Chapter 19: Arithmetic Progression

The chapter, arithmetic progression, covers various concepts beginning from the definition of arithmetic progression, going on to the meaning of real sequence, and different other concepts and formulae, including the arithmetic series.

### Chapter 20: Geometric Progression

The chapter tells you all that you need to know about geometric progressions, including its definition and formula.

### Chapter 21: Special Series

In this chapter, you will learn about special number series such as the sum of natural numbers and their squares and cubes. You will also learn how to find them using suitable formulae.

Besides this, the chapter also tells you about the different operations you can perform on special series such as addition and subtraction.

### Chapter 22: Cartesian System of Rectangular Coordinates

Cartesian System of Rectangular Coordinates is a part of coordinate geometry that you have learned in the previous classes as well.

### Chapter 23: Straight Lines

In the chapter, ‘Straight Lines,’ you will learn various theorems and formulae on straight lines. Besides this, you will learn the concept of the slope of a line and how to find them when you have the coordinates of points. Additionally, you will also learn how to find the angles formed between two lines.

### Chapter 24: Circles

The concept of circles is essential for Mathematics for CBSE class 11. In this chapter, you will learn the definition of a circle and its standard and general equations. Apart from this, you will also learn how to express a circle in the diameter form.

### Chapter 25: Parabola

The chapter deals with the concept of parabolas, which are the graphical forms of quadratic equations. Besides this, you also have other concepts related to parabolas, including various theories and formulae, among other things.

### Chapter 26: Ellipse

An ellipse is a ‘squished circle’. So, in this chapter, you will learn not only the definition and meaning of ellipses but also various other concepts such as the focal distance of an ellipse and the different formulae used to find them. Besides this, the chapter also talks about the layout of an ellipse and has various problems related to it.

### Chapter 27: Hyperbola

Simply put, a hyperbola is a curve. The chapter talks about different aspects, such as the standard equation of a hyperbola. Besides this, it also tells you how to trace a hyperbola. Other topics that you will be learning in the chapter include conjugation, second focus and directrix, eccentricity, and the length of the latus rectum.

### Chapter 28: Introduction to 3D Coordinate Geometry

In this chapter, you will learn about the coordinates of a point in space, the signs of coordinates of a point, and the distance and section formulae, among other things. Coordinate geometry is all about determining coordinate spaces. So, when you have only two planes in a three-dimensional space, you will get two coordinates, while the third coordinate will be zero.

### Chapter 29: Limits

In the chapter, ‘Limits,’ you will learn the definition of limits. Besides this, the other concepts that you will be learning include the evaluation of left-hand and right-hand limits and the algebra of limits. The chapter also tells you the differences between a function’s value at a point and the limit at the same point.

Additionally, the chapter also has concepts like the evaluation of algebraic limits, trigonometric limits, and exponential and logarithmic limits, among other things.

### Chapter 30: Derivatives

In this chapter, you will learn the concept of derivatives and its application in determining the rate of change of a quantity. The chapter also tells you about the applications of derivatives and the concept of derivative of a function denoted by f(x).

### Chapter 31: Mathematical Reasoning

There are two types of mathematical reasoning – inductive and deductive. The chapter, however, focuses on deductive reasoning. You also have examples in the chapter that explain whether there can be a mathematical statement which you can reason as true or false.

Other essential concepts that you will be learning in the chapter include compound statements, conditional statements, negations, and so on.

### Chapter 32: Statistics

Statistics deals with the analysis and interpretation of data by using the range, the measures of dispersion, and mean and standard deviations. The chapter also tells you about the concept of frequency distribution and its analysis.

### Chapter 33: Probability

Probability is the possibility of the occurrence of an event. So, in this chapter, you will learn various concepts such as elementary events or outcomes and samples in experiments. You will also learn to combine two or more events tied to random experiments and the different types of events, including compound events, exhaustive events, sure events, and more.

So, these are the 33 chapters that you will be studying in Mathematics in class 11. These concepts come in handy for various branches of higher education, including engineering and architecture. Hence, make sure to go through all of them by taking the help of RD Sharma Solutions.

## Other Important Links Related to CBSE 11th Maths 2022 For Term 1 & Term 2

Here you can check links to various study materials related to the 11th Maths 2022 For Term 1 & Term 2

11th Maths Syllabus |

11th Maths NCERT Solutions |

11th Maths Sample Papers |

11th Maths Formulas |

We have covered the detailed guide on CBSE Class 11 Maths RD Sharma Solutions 2022 For Term 1 & Term 2. Feel free to ask any questions in the comment section below.

## FAQs on CBSE Class 11 Maths RD Sharma Solutions 2022 For Term 1 & Term 2

### From where can I download RD Sharma Class 11 MCQ Solutions PDF?

You can find the links for that in the above blog.

### How much does it cost to download the RD Sharma Class 11 Maths PDF?

It is free of cost.

### Is it possible to download RD Sharma Class 11 PDF chapter-wise?

Yes, you can get Chapter-wise PDFs too.

### What is explained in Chapter 10 of CBSE Class 11 Maths RD Sharma Solutions?

The 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.