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RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5C) Exercise 5.3

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Last updated date: 23rd May 2024
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RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5C) Exercise 5.3 - Free PDF

Free PDF download of RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5C) Exercise 5.3 solved by the expert Mathematics Teachers of Vedantu is available both on its website and mobile application. All the Exercise 5.3 Questions with Solutions for Class 6 Maths RS Aggarwal helps you to revise the complete syllabus and score more marks in the exams. Register for online coaching for IIT JEE (Mains & Advanced) and other Engineering entrance exams. You can also register online for NCERT Solutions Class 6 Science tuition on Vedantu.com to score more marks in your examination.


Download Vedantu CBSE NCERT Solutions to get a better understanding of all the exercises questions. You can also download the RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5C) Exercise 5.3 - Free PDF from Vedantu.

Importance of the RS Aggarwal Solutions for Class 6 Chapter-5 Fractions

‘Fractions’ is Chapter 5 of Class 6 Mathematics. In this chapter, students will go through all the topics and exercises related to fractions. A fraction is a kind of a number representing a part of a whole. The whole is considered as a single object or a group of objects. Alternatively, it can be said that a fraction is an operation on a whole part. A fraction means a part of an object or of a group or of a region. In RS Aggarwal Solutions for Class 6 Chapter 5 exercise 5.3, the fraction is defined in detail, like take a number like 24, it is a whole number, but if it gets divided like two-four it becomes a fraction. Students will understand the solutions with an example like take a fraction as ¾. In this case, 4 stands for the whole number or whole equal parts and this whole has been divided and 3 stands for the number of equal parts which have been taken out. It is to be described that while expressing any case of counting parts to write a fraction, all parts must be equal. Here, it can be seen like 3 is called the numerator and 4 is called the denominator. Numerator and denominator can be identified and can be defined for any fraction. Fraction values can also be represented on a number line. Any fraction has a point associated with it then it can be easily scaled on the number line. A fraction is a number that is described in the form of a/b, such that b is not equal to zero or one. A fraction consists of two parts. The number on the top is called a numerator and the number below is called a denominator. The numerator can be greater or smaller than the denominator according to the type of fraction. RS Aggarwal helps students in better understanding of concepts and provide solutions in a very understandable form. In exercise 5.3 of chapter 5 class 6 RS Aggarwal solutions, the concepts students will learn are the introduction of fractions, types of fraction, and how to perform the fractions.


Operations of Fractions

1. Addition of Fractions

  • 2/3 + 5/3 = (2+5)/3 = 7/3 

Add the numerator directly as the denominator is the same.

  • 1/3 + 2/4 = (4+6)/12 = 10/12 = 5/6 

First take the LCM of the denominator because values are different then divide the denominator by LCM and multiply it to the numerator and then add numerator values.


2. Subtraction of Fractions

  • 5/3 - 1/3 = (5-1)/3 = 743 

Subtract the numerator directly as the denominator is the same.

  • 5/3 - 3/4 = (20-9)/12 = 11/12 

First take the LCM of the denominator because values are different then divide the denominator by LCM and multiply it to the numerator and then subtract the numerator values.


3. Multiplication of Fractions

  • 1/2 * 4/3 = (3*8)/6 = 24/6 = 4

First take the LCM of the denominator because values are different then divide the denominator by LCM and multiply it to the numerator and then multiply the numerator values.


4. Division of Fractions

  • 4/3 ÷ 3/2 = 4/3 × Reciprocal of (3/2) = 4/3×2/3 = 8/9

First take the reciprocal of the second fraction then multiply the numerator values because the denominator value becomes equal.


Types of Fraction

According to RS Aggarwal solutions Chapter 5 Exercise 5.3, Fractions are of five types:

1. Proper Fractions – Proper fractions are the type of fraction where the denominator is always greater than the numerator. Some examples are 4/5, 3/7.

2. Improper Fractions – Improper fractions are the type of fraction where the denominator is always less than the numerator. Some examples are 5/4, 7/3.

3. Mixed Fractions – Mixed fractions are the type of fraction which consists of a whole number and a proper fraction. Some examples are 16 37, 3 45.

4. Like Fractions – Like fractions are the type of fractions which have the same denominators are called, like fractions. Some examples are 1/15, 3/15.

5. Unlike Fractions – Unlike fractions are the type of fractions which have different denominators are called, unlike fractions. Some examples are 6/27, 6/28.

FAQs on RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5C) Exercise 5.3

1. What are the concepts students will learn in the Chapter Fractions following RS Aggarwal?

In the chapter Fractions with references to RS Aggarwal, students will learn the concepts related to introduction of fractions, Operations of Fractions, Types of Fraction, and various examples of Fractions. Students will be able to learn the concepts, formulas, and solutions for solving the equations by RS Aggarwal solutions. RS Aggarwal book is very useful for Class 6 students. Students will get to know the solution in detail and can learn and revise the solutions to score good marks in exams. It contains all the chapters and all the exercise question solutions. The solutions provided are easy to understand. And also there are many more questions for practicing.

2. Can Class 6 students depend on the RS Aggarwal Solutions Mathematics Chapter 5 - Fractions for their exam preparations from Vedantu?

Yes, Students of Class 6 can always depend on the RS Aggarwal solutions provided from Vedantu. Vedantu provides all the solutions prepared by the subject experts that will help a student to grasp good knowledge and understanding. By solving the exercises from RS Aggarwal will help students to achieve good marks in exams as it will also make the concepts very clear to the students. All the RS Aggarwal questions solutions are in the Vedantu app or website and prepared in a way that will help students for exams as well.

3. Is it compulsory to solve all the RS Aggarwal questions of Exercise 5.3?

Solving all the questions of Exercise 5.3 from RS Aggarwal will help students to understand the concept well. Every question contains some new concept to learn so try to solve all the questions for better understanding.It is always advisable to solve all the questions so that it will make it easy to solve similar questions in exams. Students can easily find all the solutions for questions of Exercise 5.3 from the Vedantu app or website. The solutions are provided by expert resources and are easy to understand. For all the detailed solutions for RD Sharma questions, students can download the PDF as well from the Vedantu.

4. Why should one refer to Vedantu?

All the reading materials at Vedantu are curated by subject-matter experts who have years of experience in the respective field. The content is well-researched and compiled into an easily readable format for the benefit of students. Students can refer to these resources with ease and learn things at their own pace. Most importantly all the content on Vedantu is provided for free and it can be easily downloaded into PDF from both the website and mobile application of Vedantu.

5. How can I download reading material from Vedantu?

Accessing material from Vedantu is extremely easy and student-friendly. Students have to simply visit the website of  Vedantu and create an account. Once you have created the account you can simply explore the subjects and chapters that you are looking for. Click on the download button available on the website on Vedantu to download the reading material in PDF format. You can also access all the resources by downloading the Vedantu app from the play store.