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RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5G) Exercise 5.7

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Last updated date: 25th Apr 2024
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RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5G) Exercise 5.7 - Free PDF

Free PDF download of RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5G) Exercise 5.7 solved by the expert Mathematics teachers of Vedantu available on its website and mobile application. All the Exercise 5.7 Questions with Solutions for Class 6 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 on Vedantu.

What are Fractions as given in the RS Aggarwal Solutions?

RS Aggarwal Class 6 Chapter 5 aims to teach students about different types of fractions such as proper fraction, improper fraction, how to represent fraction on a number line, simplest form of fraction and an equivalent fraction. 


A fraction is basically a part of a whole and can be denoted as p/q, where p represents numerator and q represents denominator. q tells how many total equal parts it is divided into and p shows how many parts are being considered. That whole can either be a single number or group of numbers where the parts have to be equal. Also, a fraction is said to be in the simplest form if the numerator and denominator have no common factor except for 1.


We will also study improper fractions and how to identify them and convert them to mixed fractions and how to convert mixed fraction into improper fraction. You will also learn about addition and subtraction of like fraction and unlike fraction, Multiplication of fractions, division of fractions. Each different exercise teaches us about different types of fractions and its concepts.

Here at Vedantu you will find solutions to all RS Aggarwal Class 6 Chapter 5 exercises from the link - RS Aggarwal Class 6 Solutions Chapter-5 Fractions 


Types of Fractions in Class 6 Chapter 5

There are mainly 5 kinds of fractions, namely 


1. Proper Fraction - These are the fractions where the denominator is greater than the numerator are known as proper fractions.

Example: 2/4 , 3/6, 4/8 


2. Improper Fraction - These are the fractions where the numerator is greater than or equal to the denominator are known as improper fractions.

Example: 5/2, 7/2, 9/7 


3. Mixed Fraction - These fractions are fractions with a whole number part and a fractional part, that is known as mixed fraction.

Example:  1 ⅔ , 1 ⅖ , 1 ⅗ 


4. Like Fraction - Couple of Fractions having the same denominators are known as fractions.

Example: 4/7, 5/7, 6/7 


5. Unlike Fraction - Couple of Fractions having the different denominators are known as unlike fractions.

Examples: 2/4, 3/7, 5/6 


How to Perform Addition of Like and Unlike Fractions? 

  •  Addition of like Fraction: 

Add 27and 47 

(2+4)/7 = 6/7 


  • Addition of Unlike Fraction:

Add 2/5 and 3/7 

Taking LCM of 5 and 7, we get LCM= 35. 

2/5= 14/35 and 3/7= 15/35

Now add 14/35 and 15/35

= 14/35 + 15/35
= (14+15)/35
= 29/35 

FAQs on RS Aggarwal Solutions Class 6 Chapter-5 Fractions (Ex 5G) Exercise 5.7

1. What are the topics covered in RS Aggarwal class 6 chapter 5? 

The questions provided in Class 6 Math Chapter 5 Fractions exercises help build a better understanding of the concepts, are application based and solve various similar problems in the future. The main aim of this chapter is to help the students get their basics on fraction cleared for exercises. The topics covered are 

  • Fraction on the Number Line

  • Types of fractions- Proper Fractions, Improper, Mixed Fractions

  • Equivalent Fractions

  • Like and unlike fraction 

  • Simplest Form of a Fraction

  • Comparing Fractions

  • Addition and Subtraction of Fractions.

2. What are the benefits of solving Class 6 Fractions worksheets?

Worksheets are for practicing extra questions after classes and they help you revise the topics. This helps in getting a clearer concept of the chapter and helping students score more and better during their exam. Students can use the worksheets for doing practice. They can solve questions from the worksheet to score high marks in the exam. Students can solve the worksheets for clearing their doubts and scoring high marks. The worksheets are prepared based on the latest syllabus and pattern of the exams.

3. What do you mean by reciprocal of fractions?

In any fraction, if we interchange the numerator and the denominator, that is the numerator becomes the denominator and the denominator becomes the numerator, we get the reciprocal of that fraction. Let's see some examples.


Find the reciprocal of 2/5. 

Reciprocal of 2/5 is 5/2.  


Every problem has some set of rules that is to be followed, here in fraction mentioned below are some rules that are to be followed- 

            1. When any fraction is divided by 1, the answer is the fraction itself.

            2. When a fraction is divided by 0, then the answer is 0.

            3. When a fraction is divided by itself, then the answer is 1.

            4. When a fraction is multiplied by its reciprocal, then the answer is 1.

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.