### CBSE Class 12 Maths RD Sharma Math Solution All Chapters

### Chapter-wise RD Sharma Solutions Class 12 Maths

- Chapter 1: Relations
- Chapter 2: Functions
- Chapter 3: Binary Operations
- Chapter 4: Inverse Trigonometric Functions
- Chapter 5: Algebra of Matrices
- Chapter 6: Determinants
- Chapter 7: Adjoint and Inverse of a Matrix
- Chapter 8: Solution of Simultaneous Linear Equations
- Chapter 9: Continuity
- Chapter 10: Differentiability
- Chapter 11: Differentiation
- Chapter 12: Higher Order Derivatives
- Chapter 13: Derivative as a Rate Measurer
- Chapter 14: Differentials, Errors and Approximations
- Chapter 15: Mean Value Theorems
- Chapter 16: Tangents and Normals
- Chapter 17: Increasing and Decreasing Functions
- Chapter 18: Maxima and Minima
- Chapter 19: Indefinite Integrals
- Chapter 20: Definite Integrals
- Chapter 21: Areas of Bounded Regions
- Chapter 22: Differential Equations
- Chapter 23 Algebra of Vectors
- Chapter 24: Scalar Or Dot Product
- Chapter 25: Vector or Cross Product
- Chapter 26: Scalar Triple Product
- Chapter 27: Direction Cosines and Direction Ratios
- Chapter 28 Straight line in space
- Chapter 29: The plane
- Chapter 30: Linear programming
- Chapter 31: Probability
- Chapter 32: Mean and variance of a random variable
- Chapter 33: Binomial Distribution

### RD Sharma Solutions Class 12 Mathematics

With a wide range of questions, RD Sharma is one of the best books which is the key to score well in mathematics. With the help of numerous sums and examples, it helps the student to understand and clear the chapter thoroughly. Solving examples and the given sums inside each chapter of RD Sharma will allow the student to get knowledge about the subject and the chapter. It also helps students to prepare well for the upcoming board exam as well for the competitive exams. Practising the sums given in the RD Sharma will increase the pace of solving sums and will increase the knowledge of the subject.

**RD Sharma Solutions Maths Class 12**

The chapters of Class 12 Maths syllabus are as follows:

**Chapter 1 – Relations and Functions**

It helps students to cover the concepts of relations, domain and codomain. In this chapter, we will get a few theorems and sums which will clear a studentâ€™s concepts about the topic. In RD Sharma, you will see Chapter 1 is divided into three chapters (Relations, Functions, and Binary Operations).

**Chapter 2 – Inverse of Trigonometric Functions**

This chapter is about the inverse trigonometric functions. These inverse applications are useful in some geometry-related sums. It is mainly used for finding angles. The functions are called sine, cosine, tangent, secant and cotangent. This chapter is highly useful in Physics. So learning it properly is important.

**Chapter 3 – Matrix**

In this chapter, you will learn the concepts and the rules of rows and columns. This is a chapter in which you can score well. If you understand this once properly, then you will never make any mistake while solving any sum of Matrices.

The matrix chapter is divided into two chapters in RD Sharma â€“ Algebra of Matrix and Adjoint and Inverse of Matrix.

**Chapter 4 – Determinants**

This chapter becomes easy because you have already learned about the matrix. In this chapter, we will use the same rules as the matrix. Itâ€™s just a different form of a matrix.

**Chapter 5 – Continuity and Differentiability**

This chapter covers the concepts after differentiation of function which was introduced in Class 11. This chapter provides the knowledge of Continuity, Differentiability and represents a relationship between the two. Here, we will also be introduced to logarithmic functions.

This chapter of NCERT syllabus is divided into two chapters of RD Sharma â€“ Continuity and Differentiability.

**Chapter 6 – Applications of Derivatives**

This chapter marks the beginning of calculus. In this chapter, you will learn about the differentiability of functions and derivatives. This chapter is divided into eight chapters in RD Sharma â€“ Differentiation, Higher-Order Derivatives, Derivative as a Rate-Measurer, Differentials, Errors, and Approximations, Mean Value Theorems, Tangents and Normal, Increasing and Decreasing Functions, and Maxima and Minima.

**Chapter 7 – Integrals**

This is one of the most important chapters of Mathematics of Class 12. It helps you to understand the integration of function and its application of areas. It is the beginning of integral calculus. This chapter is further divided into three chapters in RD Sharma- Indefinite Integrals, Definite Integrals and Areas of Bounded Regions.

**Chapter 8 – Applications of Integrals**

This chapter helps you to understand calculating areas such as curves, parabolas, lines, and ellipses.

**Chapter 9 – Differential Equations**

This chapter deals with the concepts of differential equations. It helps in finding out the general and particular solutions as well as order and degree of equations. It even tells the application of equations.

**Chapter 10 – Vector Equations**

In this chapter, you will understand the vector quantities. It has many properties and plays a very important role in physics as well. This chapter is further divided into six chapters in RD Sharma as- Algebra of Vectors, Scalar or Dot Product, Vector or Cross Product, Scalar Triple Product and Direct Cosines and Direction Ratios.

**Chapter 11 – Three Dimensional Geometry**

This chapter deals with vectors that are used for finding out the distance between lines or planes. It also helps us to find out the angles between lines and planes.

In RD Sharma, this chapter is divided into Straight Line into Spaces and The Plane.

**Chapter 12 – Linear Programming**

This chapter deals with the linear programming sums and their solutions are provided via using a graphical method.

**Chapter 13 – Probability**

This chapter clears the concept of conditional probability. It has few theorems and rules to remember while solving sums, It is a very scoring chapter once you grasp it properly. In RD Sharma, this chapter is divided into three chapters as Probability, Mean, and Variance of a Random Variable and Binomial Distribution.

**About the Author**

**Dr. R.D. SharmaÂ **is Currently working as Head of Dept. (Science and Humanities) in the Department of Training and Technical Education, Govt of Delhi. A Ph.D. in Mathematics, He is a double gold medalist, ranking first in the order of merit in both B.Sc (Hons.) and M.Sc. Examinations from the University of Rajasthan, Jaipur.

He has undergone rigorous training from IIT, Kharagpur in computer-oriented mathematical methods has a long experience of teaching postgraduate and engineering students.

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