Mathematics is the science that deals with the logic of shape, quantity and arrangement. Math is all around us, in everything we do. It is the building block for everything in our daily lives, including mobile devices, architecture (ancient and modern), art, money, engineering, and even sports. Maths is a vital subject of our life. We cannot calculate anything without maths, and we cannot move even a single inch. Maths holds importance in obtaining good marks in the examination. As it is one of the best subjects where students can get full marks with good practice in the subject, significantly solving the questions from the RD Sharma Maths Solutions.‘RD Sharma for Mathematics'. This term cannot be alien to any student studying in class 11 or 12, in a CBSE affiliated school. There are several students who swear by its usefulness even before a particular academic session has begun. Students take the assistance of reference books like RD Sharma written by the renowned author, for several reasons of class 11 and 12. A few of those, we have enlisted for your reference. One of the major reasons students have for adopting RD Sharma as their Maths Bible is because the books contain questions, solutions and concepts in a fashion that helps students before exams. The concise, yet detailed approach displayed in the books reassures the students and makes exam prep better for them. Apart from the academic exams that school students have to appear, at specific intervals, there are several competitive exams too. These competitive exams like NTSE, Olympiads and several others are organized to search for talent on a national basis. But all the competitive exams do not necessarily prescribe study material. This is where RD Sharma reference books come to your rescue. The questions in these books are helpful for the preparation of any competitive exam, provided the syllabus and expected chapters are known.

- 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 Means value Theorems
- Chapter 16 Tangents and Normals
- Chapter 17 Increasing and Decreasing Functions
- Chapter 18 Maxima and Minima
- Chapter 19 Indefinite Integrals