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# RD Sharma Class 9 Solutions Chapter 3 - Rationalisation (Ex 3.2) Exercise 3.2

Last updated date: 10th Aug 2024
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## RD Sharma Class 9 Solutions Chapter 3 - Rationalisation (Ex 3.2) Exercise 3.2 - Free PDF

Free PDF download of RD Sharma Class 9 Solutions Chapter 3 - Rationalisation Exercise 3.2 solved by Expert Mathematics Teachers on Vedantu.com. All Chapter 3 - Rationalisation Ex 3.2 Questions with Solutions for RD Sharma Class 9 Maths to help you to revise the complete Syllabus and Score More mark. You can also download Class 9 Maths to help you to revise the complete syllabus and score more marks in your examinations. Students can also avail of NCERT Class 9 Science from our website. Besides, find NCERT Solutions to get more understanding of various subjects.

Competitive Exams after 12th Science

## RD Sharma Class 9 Solutions Chapter 3

‘Rationalization’ is Chapter 3 of Class 9. In this chapter, students will learn about the process of rationalization. A rationalisation is basically a process by which radicals in the denominator of a fraction are eliminated. In this chapter, students will learn how to simplify algebraic expressions with the help of algebraic identities. The rationalisation is one of the most important topics for Class 9. This is about different Algebraic identities and rationalisation of the denominator. Students will understand that Rationalization is directly related to algebra. Rationalization is the type of process that finds application in elementary algebra, where it is used to eliminate or simplify the irrational number in the denominator. There are so many rationalizing techniques that are used to rationalize the denominator. Rationalizing means making the equation reduced into its more effective and simpler form.

Students will get to know that Rationalization refers to the process of removing the radicals in a fraction so that the denominator will only contain a rational number. Basically a radical is an expression that uses a root, such as a cube root, square root. For example, an expression of the form: (a+b) is radical. In this chapter, students can learn about different sections like Rational numbers, Irrational numbers, Radical, Fractions,  Algebraic identities, Algebraic equations and Rationalizing numerators and denominators.

Below are the general steps to be followed to rationalize the denominator in a fraction:

Step 1: Multiply the numerator and denominator by an appropriate radical that will remove the radicals in the denominator.

Step 2: Make sure all irrational numbers in the fraction are in simplified form.

Step 3: You can simplify the fraction furthermore if needed.

### RD Sharma Class 9 Chapter 3 Exercises

1. Chapter 3 Exercise 3.1.

2. Chapter 3 Exercise 3.2.

### RD Sharma Class 9 Chapter 3.2 Exercises

In this exercise, students will mainly focus on the Rationalization of numbers. Students will understand the formulas, methods, expressions, and identities for solving the rationalization of a number. While going through exercise 3.2 in RD Sharma book, students will understand the concepts of how to select the radical and simplify the equation. In RD Sharma's book, there are so many questions and samples that can be covered for a better understanding of this exercise. In this exercise, students can learn about different sections like what are Rational numbers and Irrational numbers, how to select the suitable Radical, Fractions of numbers, how to use Algebraic identities, how to simplify Algebraic equations and Rationalizing numerators and denominators.

### Referring RD Sharma book for Class 9 Chapter 3 Exercise 3.2

RD Sharma book is mainly designed for the students to get more clarity on every topic. It is the best book for the students to get more information and more knowledge. In exercise 3.2 of Chapter Rationalization, there are so many different types of questions having many concepts to go through with it. By solving this exercise with the help of RD Sharma solution, students will get to know about equating rational and irrational parts and learn rationalization clearly. By practising the exercises from RD Sharma book, students will be able to make their base strong. It will help students to score good marks in their exams and also will be able to score in entrance exams.

## FAQs on RD Sharma Class 9 Solutions Chapter 3 - Rationalisation (Ex 3.2) Exercise 3.2

1. What are the sections and concepts of RD Sharma for Class 9 Chapter 3 Exercise 3.2?

In this exercise, students will get to know about what are Rational numbers and Irrational numbers, how to select the suitable Radical, Fractions of numbers, how to use Algebraic identities, how to simplify Algebraic equations and Rationalizing numerator and denominator. There are many questions having different concept approaches which are in this exercise that will help a student to understand what Rationalization is.

2. Is it compulsory to solve all the questions of Exercise 3.2 of Chapter 3?

By solving all types of questions in Exercise 3.2 will help students to learn about the concept in every aspect. Rationalization is the type of topic that includes numbers and equations so solving more questions will only help the students to make it clear. It is always suggested by experts to solve all the questions so that it will make it easy to solve similar questions in exams. Each and every question contains some new concept with a new approach to learning so always try to solve all the questions for better knowledge.

3. According to solutions of RD Sharma Class 9 Chapter 3, What is Rationalization?

According to solutions of RD Sharma class 9 chapter 3, A rationalisation is basically a process by which radicals in the denominator of a fraction are eliminated. Rationalization refers to the process of removing the radicals in a fraction so that the denominator will only contain a rational number.  There are so many rationalizing techniques that are used to rationalize the denominator. Rationalizing means making the equation reduced into its more effective and simpler form.

4. What are the basic steps for rationalizing a number that is described in RD Sharma solutions for Class 9?

With RD Sharma class 9 solutions, Students can learn and solve all the rationalization questions easily by learning the concepts of numbers. Below are the general steps to be followed to rationalize the denominator in a fraction:

Step 1: Multiply the numerator and denominator by an appropriate radical that will remove the radicals in the denominator.

Step 2: Make sure all irrational numbers in the fraction are in simplified form.

Step 3: You can simplify the fraction furthermore if needed.

5. Are RD Sharma solutions difficult to learn for class 9 students?

No, Solutions are not at all difficult. All the solutions are very simple and easy to understand. Solutions are having detailed descriptions that make it easy to learn the concepts easily. And also the Vedantu provides the solutions for RD Sharma book all Chapter Exercises. So to understand the solutions in-depth, students can easily refer to RD Sharma.