R.D. Sharma Class 12 Solutions

R.D. Sharma solutions for Class 12 show you how to solve each problem and question included in R.D. Sharma textbooks step-by-step. The book is designed according to the latest CBSE syllabus and follows all the CCE guidelines. The chapter-wise solutions we bring for Class 12 students include:

  • Answer to all the questions, problems, and numerical included in the R.D. Sharma Class 12 Maths textbook.

  • Detailed illustration of solving each problem (in more than one way if possible).

  • Explanation of all the concepts and formulae used to solve a problem in brief.

  • Use of algorithmic techniques to reach the solution of any given problem.

Class 12 is a crucial stage for a school student – and the results of Class 12 exams may determine the academic and career path one may follow in the future. The detailed R.D. Sharma Class 12 solutions we present here will help you lay a strong foundation of the basic Mathematics concepts that can help you ace the board exam as well as other competitive exams you are appearing for.

R.D. Sharma Class 12 Solutions

Chapter 1: Relations

Chapter 18: Maxima and Minima

Chapter 2: Functions

Chapter 19: Indefinite Integrals

Chapter 3:  Binary Operations

Chapter 20: Definite Integrals

Chapter 4: Inverse Trigonometric Functions

Chapter 21: Areas of Bounded Regions

Chapter 5: Algebra of Matrices

Chapter 22: Differential Equations

Chapter 6: Determinants

Chapter 23: Algebra of Vectors

Chapter 7: Adjoint and Inverse of a Matrix

Chapter 24: Scalar or Dot Product

Chapter 8: Solution of Simultaneous Linear Equations

Chapter 25: Vector or Cross Product

Chapter 9: Continuity

Chapter 26: Scalar Triple Product

Chapter 10: Differentiability

Chapter 27: Direction Cosines and Direction Ratios

Chapter 11: Differentiation

Chapter 28: Straight Line in Space

Chapter 12: Higher Order Derivatives

Chapter 29: The Plane

Chapter 13: Derivative as a Rate Measurer

Chapter 30: Linear programming

Chapter 14: Differentials, Errors and Approximations

Chapter 31: Probability

Chapter 15: Mean Value Theorems

Chapter 32: Mean and Variance of a Random Variable

Chapter 16: Tangents and Normals

Chapter 33: Binomial Distribution

Chapter 17: Increasing and Decreasing Functions