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RD Sharma Class 6 Solutions Chapter 5 - Negative Numbers and Integers Exercise 5.2

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Last updated date: 20th Apr 2024
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RD Sharma Class 6 Solutions Chapter 5 - Negative Numbers and Integers Exercise 5.2 - Free PDF

Free PDF download of RD Sharma Class 6 Solutions Chapter 5 - Negative Numbers and Integers Exercise 5.2 solved by Expert Mathematics Teachers on Vedantu.com. All Chapter 5 - Negative Numbers and Integers Ex 5.2 Questions with Solutions for RD Sharma Class 6 Maths to help you to revise the complete Syllabus and Score More marks. 

Class 6 Solutions Chapter 5 RD Sharma - Negative Numbers and Integers Exercise 5.2

RD Sharma Class 6 Chapter 5 - negative numbers and integers, provides the student with the introduction to Negative numbers or integers. It might look strange to see a number that is less than 0, but negative integers do exist and are an integral part of mathematics today. The students get to know the importance of negative numbers on human life and how they are represented in the number line. The chapter taught the students how the addition and subtraction of negative integers work.

FAQs on RD Sharma Class 6 Solutions Chapter 5 - Negative Numbers and Integers Exercise 5.2

1. List The important topics covered in chapter 5 - Negative numbers and Integers of class 6

Here is the list of the most important topics covered in the RD Sharma class 6 chapter 5 - Negative Numbers or integers- 

  • The Importance for Integers and negative numbers

  • Introduction of Integers to the students

  • Representation of Integers (and negative numbers) on Number Line

  • Ordering of Integers

  • Negative of a Negative Integer

  • Absolute Value of an Integer

  • Addition and subtraction of Integers (and negative numbers)

Students can easily understand all these topics from the solutions of the ch 5 questions provided by Vedantu. These solutions are created by subject experts at Vedantu, with the intent to make the revision easier for the students preparing for the competitive exams.

2. How do you find the predecessor and successor of an integer?

To find the predecessor, we must subtract one from the value. For example, the predecessor of 0 is given by,


0-1 = -1


To find the successor, we must add 1 to the given value. For example, the successor of 0 is given by,


0+1 = 1

3. How many exercises are there in chapter 5 -Negative Numbers and Integers, and where I can find solutions for these exercises?

The RD Sharma class 6 chapter 5 - Negative Numbers and Integers, comprises four exercises that include questions based on the addition, subtraction, multiplication and division of Integers and negative numbers.


Systematic solutions to questions in these six exercises are provided by Vedantu absolutely free of charge. Links to the solutions of the question of other exercises of chapter 5 class 6 are - 


These solutions are designed by the subject expert available at Vedantu with an intent to make the solutions as simple as possible for students to easily understand each concept lying behind every answer.

4. Write down some real-life applications of negative numbers

Some of the real-world applications of Negative numbers are as follows.

  • Temperature: Temperature is the physical quantity to represent the hotness or coldness of a given object. A positive temperature is given for hot and negative numbers are used for the coldness of the object. 

  • Money: If the owner owes the money to someone, then it is represented in negative numbers.

  • Sea levels: If the Geographical location is below the sea level, then it is represented by using negative numbers.

5. Explain the rules for the addition of two or more integers.

These are the rules, which must be respected in the addition of integers.

  • Rule 1:- If both integers are positive, then simply add the integers and put the symbol “+” in front of the resulting number.

  • Rule 2:- If one integer is positive and the other is negative, then subtract the smaller number from the larger number and put the sign of the bigger number to the resulting value.

  • Rule 3:- If both integers are negative, then add both numbers and put the symbol “-” in front of the resulting value.