# RD Sharma Class 12 Maths PDF: The Ultimate Guide for Class 12th Students

## RD Sharma Class 12 Maths PDF Free Download

Are you looking for a comprehensive and reliable maths book for your class 12 exams? Do you want to ace the CBSE board exams and competitive exams like JEE Main and Advanced? If yes, then you have come to the right place. In this article, we will tell you everything you need to know about RD Sharma Class 12 Maths PDF Free Download. We will also provide you with the links and steps to download the book, as well as the solutions and tips to use it effectively.

## rd sharma class 12 maths pdf free download

## Why RD Sharma Class 12 Maths Book?

RD Sharma Class 12 Maths Book is one of the most popular and sought-after books among class 12th students. It is written by Dr. R.D. Sharma, a renowned mathematician and author of many books for school and college students. The book is based on the latest syllabus prescribed by CBSE for class 12th under 10+2 pattern of senior school certificate examinations. The book covers all the topics and concepts of maths in a clear and concise manner. It also provides ample examples, exercises, solved problems, multiple choice questions, fill in the blanks questions, very short answer type questions and activities for each chapter. The book helps students to develop their logical thinking, problem-solving and analytical skills. It also prepares them for various competitive exams like JEE Main and Advanced, BITSAT, VITEEE, etc.

## How to Download RD Sharma Class 12 Maths PDF?

If you want to download RD Sharma Class 12 Maths PDF for free, you have several options. You can either buy the hard copy of the book online or offline and scan it yourself, or you can use one of the following sources to download it:

Internet Archive: This is a website that provides free access to millions of books, movies, music, software and other digital content. You can find both Volume I and Volume II of RD Sharma Class 12 Maths Book on this website. You can either read it online or download it in various formats like PDF, EPUB, Kindle, etc. Here are the links to access the books:

Volume I: https://archive.org/details/CJNq_mathematics-class-xii-vol.-1-r.-d.-sharma

Volume II: https://archive.org/details/CJNq_mathematics-class-xii-vol.-2-r.-d.-sharma

Sarkari Rush: This is a website that provides free study material, books, notes, mock tests and other resources for students preparing for various exams. You can find both Volume I and Volume II of RD Sharma Class 12 Maths Book on this website as well. You can download them in PDF format by clicking on these links:

Volume I: https://www.sarkarirush.com/wp-content/uploads/2023/03/RD-Sharma-Class-12-Maths-Book-PDF-Download-Volume-I.pdf

Volume II: https://www.sarkarirush.com/wp-content/uploads/2023/03/RD-Sharma-Class-12-Maths-Book-PDF-Download-Volume-II.pdf

BYJU'S: This is a leading online learning platform that offers personalized learning programs, video lectures, live classes, doubt solving sessions and other features for students of all grades and subjects. You can also find RD Sharma Class 12 Maths Book on this website along with its solutions. You can access them by registering on the website or downloading the app.

Website: https://byjus.com/

App: https://play.google.com/store/apps/details?id=com.byjus.thelearningapp&hl=en_IN&gl=US

## How to Use RD Sharma Class 12 Maths PDF?

Now that you have downloaded RD Sharma Class 12 Maths PDF, you might be wondering how to use it effectively for your studies. Here are some tips and strategies that will help you get the most out of this book:

Read the theory carefully: Before attempting any exercise or problem, make sure you read and understand the theory behind it. The book explains each concept in a simple and lucid language with relevant examples. Try to grasp the main idea and logic behind each topic.

Solve the examples: After reading the theory, try to solve the examples given in the book. These examples illustrate how to apply the concepts and methods in different situations. They also help you to check your understanding and clear your doubts.

Practice the exercises: The book provides a variety of exercises for each chapter with different levels of difficulty. These exercises test your knowledge and skills on various aspects of maths. Try to solve as many exercises as possible without looking at the solutions. This will help you to improve your speed, accuracy and confidence.

Refer to the solutions: If you get stuck on any question or want to verify your answer, you can refer to the solutions provided by the book or other sources. The solutions explain each step in detail with proper reasoning. They also provide alternative methods or shortcuts wherever possible.

Revise regularly: To retain what you have learned from RD Sharma Class 12 Maths Book, you need to revise it regularly. Make notes of important formulas, results, tricks and tips while studying from the book. Review them periodically and practice them again.

## What are the Contents of RD Sharma Class 12 Maths PDF?

RD Sharma Class 12 Maths Book is divided into two volumes - Volume I and Volume II. Volume I covers 19 chapters and Volume II covers 13 chapters. Here is a list and summary of all the chapters in both volumes:

## **Table 3: Contents of RD Sharma Class 12 Maths PDF** Volume Chapter Summary --- --- --- I Relations This chapter introduces the concept of relations between sets and their types such as reflexive, symmetric, transitive etc. It also deals with equivalence relations, functions and their types such as one-one, onto etc., inverse functions etc. I Functions This chapter deals with various types of functions such as polynomial functions, rational functions etc., their graphs, domain and range etc. I Binary Operations This chapter deals with binary operations on sets such as addition, multiplication etc., their properties such as commutative, associative etc., identity element etc. I Inverse Trigonometric Functions This chapter deals with inverse trigonometric functions such as sinx, cosx etc., their domains, ranges etc., their graphs etc. I Algebra of Matrices This chapter deals with matrices such as their types such as square, rectangular etc., their operations such as addition, multiplication etc., their properties such as associative, distributive etc., transpose of a matrix etc. ants of Matrices This chapter deals with determinants of matrices such as their definition, properties such as multiplicative, adjoint etc., minors and cofactors etc., Laplace's expansion etc. I Adjoint and Inverse of a Matrix This chapter deals with adjoint and inverse of a matrix such as their definition, properties such as uniqueness, existence etc., methods to find them such as elementary row operations, adjoint method etc. I Solution of Simultaneous Linear Equations This chapter deals with solution of simultaneous linear equations using matrices and determinants such as Cramer's rule, matrix method etc. I Continuity This chapter deals with continuity of functions such as their definition, types such as continuous, discontinuous etc., properties such as algebra of continuous functions etc., tests for continuity such as left hand limit, right hand limit etc. I Differentiability This chapter deals with differentiability of functions such as their definition, relation with continuity, properties such as algebra of differentiable functions etc., tests for differentiability such as first principle method, chain rule method etc. I Differentiation This chapter deals with differentiation of functions such as their definition, rules such as product rule, quotient rule etc., methods such as implicit differentiation, logarithmic differentiation etc., derivatives of various types of functions such as trigonometric functions, inverse trigonometric functions etc. I Higher Order Derivatives This chapter deals with higher order derivatives of functions such as their definition, notation, rules such as Leibniz rule etc., applications such as curvature, radius of curvature etc. I Derivative as a Rate Measurer This chapter deals with derivative as a rate measurer such as its meaning, applications such as rate of change of quantities, increasing and decreasing functions etc. I Differentials, Errors and Approximations This chapter deals with differentials, errors and approximations using derivatives such as their meaning, formulas, applications such as absolute error, relative error etc. I Mean Value Theorems This chapter deals with mean value theorems using derivatives such as Rolle's theorem, Lagrange's mean value theorem etc., their statements, proofs and applications. I Tangents and Normals This chapter deals with tangents and normals to curves using derivatives such as their definition, equations, methods to find them such as point form, slope form etc., applications such as angle between two curves etc. I Increasing and Decreasing Functions This chapter deals with increasing and decreasing functions using derivatives such as their definition, types such as strictly increasing, strictly decreasing etc., tests for increasing and decreasing functions using first derivative test, second derivative test etc. I Maxima and Minima This chapter deals with maxima and minima of functions using derivatives such as their definition, types such as local maxima, local minima, global maxima, global minima etc., tests for maxima and minima using first derivative test, second derivative test etc., applications such as optimization problems etc. I Indefinite Integrals This chapter deals with indefinite integrals of functions such as their definition, properties such as linearity, constant multiple etc., methods to find them such as integration by substitution, integration by parts, integration by partial fractions etc., integrals of various types of functions such as trigonometric functions, inverse trigonometric functions etc. II Definite Integrals This chapter deals with definite integrals of functions such as their definition, properties such as linearity, constant multiple, additivity over intervals etc., methods to find them such as integration by substitution, integration by parts, integration by partial fractions etc., integrals of various types of functions such as trigonometric functions, inverse trigonometric functions etc., applications such as area under a curve, area between two curves etc. II Areas of Bounded Regions This chapter deals with areas of bounded regions using definite integrals such as their meaning, methods to find them such as horizontal strip method, vertical strip method etc., areas of various types of regions such as regions bounded by curves, regions bounded by lines etc. II Differential Equations This chapter deals with differential equations such as their definition, types such as ordinary differential equations, partial differential equations etc., order and degree of differential equations, general and particular solutions of differential equations, methods to solve them such as variable separable method, homogeneous equation method, linear equation method etc., applications such as growth and decay problems, orthogonal trajectories problems etc. II Algebra of Vectors This chapter deals with algebra of vectors such as their definition, types such as zero vector, unit vector etc., operations on vectors such as addition, subtraction, scalar multiplication etc., properties of vector operations such as commutative, associative, distributive etc., position vector of a point, section formula for internal and external division of a line segment by a point etc. II Scalar or Dot Product This chapter deals with scalar or dot product of two vectors such as their definition, properties such as commutative, distributive, scalar multiplication etc., geometrical interpretation such as projection formula, angle between two vectors formula etc., applications such as work done by a force formula, equation of a plane in normal form formula II Vector or Cross Product This chapter deals with vector or cross product of two vectors such as their definition, properties such as anti-commutative, distributive, scalar multiplication etc., geometrical interpretation such as area of a parallelogram formula, angle between two vectors formula etc., applications such as torque formula, equation of a plane in general form formula etc. II Scalar Triple Product This chapter deals with scalar triple product of three vectors such as their definition, properties such as cyclic permutation, anti-cyclic permutation etc., geometrical interpretation such as volume of a parallelepiped formula etc., applications such as coplanarity of three vectors formula, equation of a line in space formula etc. II Direction Cosines and Direction Ratios This chapter deals with direction cosines and direction ratios of a vector such as their definition, relation between them, properties such as sum of squares formula etc., applications such as finding the angle between two lines in space formula etc. II Straight Line in Space This chapter deals with straight line in space such as its equation in different forms such as symmetric form, parametric form etc., properties such as distance between two points in space formula, distance between a point and a line in space formula etc., applications such as finding the shortest distance between two skew lines in space formula etc. II The Plane This chapter deals with the plane in space such as its equation in different forms such as normal form, general form etc., properties such as distance between a point and a plane formula, angle between two planes formula etc., applications such as finding the equation of a plane passing through given points or containing given lines formula etc. II Linear Programming This chapter deals with linear programming problems such as their definition, types such as maximization problems, minimization problems etc., methods to solve them such as graphical method, simplex method etc., applications such as finding the optimal solution for various real-life situations involving cost, profit, revenue etc. II Probability This chapter deals with probability of events such as their definition, types such as simple events, compound events etc., rules such as addition rule, multiplication rule etc., conditional probability, Bayes' theorem etc., applications such as finding the probability of various real-life situations involving cards, dice, coins etc. II Mean and Variance of a Random Variable This chapter deals with mean and variance of a random variable such as their definition, formulas for discrete and continuous random variables, properties such as linearity etc., applications such as finding the mean and variance of various real-life situations involving marks, scores, heights etc. II Appendix This chapter provides some useful information and formulas for reference such as trigonometric identities, differentiation formulas, integration formulas etc. II Supplement This chapter provides some additional topics and exercises for practice and enrichment such as binomial theorem for any index, exponential and logarithmic series etc. How to Get RD Sharma Class 12 Maths Solutions?

If you want to get RD Sharma Class 12 Maths Solutions for free, you have several options. You can either buy the hard copy of the solutions book online or offline and scan it yourself, or you can use one of the following sources to access the solutions:

BYJU'S: As mentioned before, this website also provides RD Sharma Class 12 Maths Solutions along with the book. You can access them by registering on the website or downloading the app.

Website: https://byjus.com/

App: https://play.google.com/store/apps/details?id=com.byjus.thelearningapp&hl=en_IN&gl=US

Vedantu: This is another online learning platform that offers live classes, doubt solving sessions, study material, mock tests and other features for students of all grades and subjects. You can also find RD Sharma Class 12 Maths Solutions on this website along with the book. You can access them by registering on the website or downloading the app.

Website: https://www.vedantu.com/

App: https://play.google.com/store/apps/details?id=com.vedantu.app&hl=en_IN&gl=US

Doubtnut: This is a website that provides video solutions for various maths books including RD Sharma Class 12 Maths Book. You can access them by visiting the website or downloading the app.

Website: https://doubtnut.com/

App: https://play.google.com/store/apps/details?id=com.doubtnutapp&hl=en_IN&gl=US

## Conclusion

In this article, we have given you all the information you need to know about RD Sharma Class 12 Maths PDF Free Download. We have also provided you with the links and steps to download the book and its solutions, as well as the tips and strategies to use it effectively for your studies. We hope that this article has helped you to prepare well for your class 12 maths exams and achieve your desired marks.

### FAQs

Here are some frequently asked questions and answers about RD Sharma Class 12 Maths PDF Free Download:

Q: Is RD Sharma Class 12 Maths Book enough for CBSE board exams?

A: RD Sharma Class 12 Maths Book is one of the best books for CBSE board exams, as it covers all the topics and concepts of maths in a clear and concise manner. It also provides ample examples, exercises, solved problems, multiple choice questions, fill in the blanks questions, very short answer type questions and activities for each chapter. However, it is advisable to also refer to other books like NCERT textbooks, sample papers, previous year papers etc., to get a complete understanding and practice of maths.

Q: Is RD Sharma Class 12 Maths Book enough for JEE Main and Advanced?

A: RD Sharma Class 12 Maths Book is also very helpful for JEE Main and Advanced exams, as it prepares students for various competitive exams like JEE Main and Advanced, BITSAT, VITEEE etc. It helps students to develop their logical thinking, problem-solving and analytical skills. However, it is advisable to also refer to other books like Arihant publications, Cengage publications, TMH publications etc., to get a deeper insight and practice of maths.

Q: How can I get RD Sharma Class 12 Maths Book hard copy?

A: If you want to get RD Sharma Class 12 Maths Book hard copy, you can either buy it online f