## Class 6 RS Aggarwal Chapter-3 Whole Numbers Solutions - Free PDF Download

## FAQs on RS Aggarwal Class 6 Solutions Chapter-3 Whole Numbers

**1. What are some of the properties of Whole Numbers?**

Listed below are the important properties of Whole Numbers:

Closure property - This property says that the result is always a whole number when you add or multiply two whole numbers. In other words, the system of whole numbers is closed under addition and multiplication

Addition and Multiplication of Whole Numbers are Commutative - If a and b are two whole numbers then:

a + b = b + a

a * b = b * a

Addition and Multiplication of Whole Numbers are Associative - If a, b and c are three whole numbers then:

(a + b) + c = a + (b + c)

(a * b) * c = a * (b * c)

Distributivity of multiplication over addition - If a, b and c are three whole numbers then:

a * (b + c) = (a * b) + (a * c)

**2. How are whole numbers different from natural numbers?**

The number 0 differentiates a collection of whole numbers from a collection of natural numbers. So

Whole numbers - 0, 1, 2, 3, 4, ….

Natural numbers - 1, 2, 3, 4, ….

**3. What is called the additive identity for whole numbers?**

The number 0 (zero) is called the additive identity or identity for addition of whole numbers. This is because by adding 0 to any whole number we get the same number i.e. 3 + 0 = 3, 5 + 0 = 5, etc.

**4. What are the RS Aggarwal Class 6 Maths Chapter 3 Preparation Tips?**

To get the basics down, go over the RS Aggarwal Solutions Class 6 Maths Chapter and solve predecessor and successor sums. Because the number line is such an essential concept in whole numbers, try to practice more sums that are dependent on number line operations, especially multiplication and division, which can be challenging. Keep a sheet of paper with significant features of whole numbers nearby so you may readily review and memorize them. These characteristics are critical for solving a variety of challenges.

**5. What is the meaning of the number 0? **

Everything begins at zero and ends at zero. You may not know the end, but you do know the beginning, which is zero. Zero is a non-negative integer that can be categorized as a whole number, a real number, or a fraction. It is neither an undercounting number, nor an odd, positive natural, or negative whole number, nor a complex number. It's difficult to divide zero into multiple groups. It may, however, be used in a variety of complex-number equations. To do well in these topics and other areas in this chapter, practice all of the problems relevant to them.

**6. Is it possible to classify zero as a natural number?**

In RS Aggarwal Class 6 Solutions Chapter-3 Whole Numbers Zero is a non-negative integer that is both a whole number and a real number. It is neither a complex number, nor is it a counting, odd, positive natural, or negative whole number. In many respects, categorizing zero is challenging. It may, however, be employed in a variety of complex-valued equations. You may acquire several modules and example papers relevant to these subjects from the Vedantu website as well as the Vedantu mobile app.

**7. What do you mean by whole numbers?**

A collection of numbers that includes all positive integers and 0 is known as a whole number. Whole numbers are fractions, decimals, and negative values that are not included in real numbers. Whole numbers include counting numerals as well. You will learn whole numbers and associated topics in this session. The number system in mathematics is made up of numerous sorts of numbers, such as natural numbers and whole numbers, prime numbers and composite numbers, integers, real numbers, and imaginary numbers, and so on, all of which are used to accomplish various computations.

**8. Why is solving RS Aggarwal important?**

NCERT (CBSE) Maths Exercise Book Solutions by RS Aggarwal Maths necessitates complete attention and concentration. To achieve success in a variety of professions Math is an essential topic, and students need strong information to do well in it. RS Aggarwal's math answer in pdf is a useful tool for students. Math takes a great deal of practice in order to understand the ideas. RS Aggarwal's math textbooks are excellent for this type of practice. It is critical to finish your curriculum while studying for the majority of tests. Another crucial aspect is making the most use of your time. Exam preparation should begin early in order to ensure that you have many opportunities to review your material.