Number System

Number System

Sainik School Class 6 Maths Number System Chapter 1 Explained with Examples

The Sainik School Class 6 Maths Number System is an important topic for students preparing for the AISSEE entrance exam. Do you find numbers, place values, or basic Maths questions difficult? Do not worry! 


This guide explains the number system in simple words. Moreover, you will learn basic rules, easy examples, and practice questions. As a result, you can build a strong Maths foundation for the Sainik School entrance exam. 


At Veda Academy, we make exam preparation easy by providing easy to understand study material such as model papers, mock tests, PYQs, notes, and important questions. 




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What Is the Number System in Class 6 Maths?

A number system helps us read, write, and use numbers. We use numbers to count things, measure length, and solve daily problems. For example, we use numbers to count books or find the price of a pencil.


In the AISSEE Class 6 Number System, students should understand different types of numbers. These include natural numbers, whole numbers, even numbers, odd numbers, and integers. Therefore, learn the basic concepts first and then solve practice questions.


Also Check: Sainik School Admission Eligibility 2027-28 Class 6 and 9 Guide

What Are the Different Types of Numbers?

Let us understand the main types of numbers with easy examples.


Type of Numbers

Meaning 

Examples

Natural numbers

Used for counting

1, 2, 3, 4, 5

Whole Numbers

Natural Numbers with zero

Natural Numbers with Zero

Even numbers

Numbers divided by 2

2, 4, 6, 8

Odd numbers

Numbers not divisible by 2

1, 3, 5, 7

Integers

Positive numbers, negative numbers, and zero

-3, -2, -1, 0, 1, 2


Also Check: How to Fill Sainik School Class 6 Admission Form 2027-28 Step-by-Step Online Application Guide

How Does Place Value Work in Numbers?

Place value tells us the value of a digit based on its position. For example, consider the number 4,582.


  • 4 is in the thousands place, so its value is 4,000.

  • 5 is in the hundreds place, so its value is 500.

  • 8 is in the tens place, so its value is 80.

  • 2 is in the ones place, so its value is 2.


Therefore, we can write 4,582 as 4,000 + 500 + 80 + 2. This method is called expanded form. It helps students understand large numbers more easily.


Also Check: Sainik School Class 6 Syllabus 2027 Complete Subject-Wise Syllabus and Exam Pattern

How To Solve Number System Questions in Sainik School Entrance Exam?

The best way to learn the Sainik School Class 6 Number System is to practise simple examples.


Example 1: Is 24 an even number?


Step 1: Divide 24 by 2.

Step 2: The answer is 12, with no remainder.


Therefore, 24 is an even number.


Example 2: What is the place value of 7 in 3,746?

The digit 7 is in the hundreds place. Therefore, its place value is 700.


Example 3: Which is the greatest number: 245, 254, or 425?

Compare the hundreds digits first. Since 4 is greater than 2, 425 is the greatest number.

Important Examples of Sainik School Class 6 Maths Number System 

  1. Which of these is a whole number: -2, 0, or -5?

  2. Is 35 an even or odd number?

  3. What is the place value of 6 in 6,214?

  4. Which number is greater: 389 or 398?

  5. Write 527 in expanded form.


Answers: 1. 0, 2. Odd, 3. 6,000, 4. 398, 5. 500 + 20 + 7.


Regular practice will help you understand the AISSEE Class 6 Number System better. In addition, solve timed questions to improve your speed and accuracy.


Also Check: Subject Wise Sainik School Class 6 Notes for Entrance Exam Preparation 2027

How Can You Prepare for AISSEE Class 6 Maths?

First, learn the basic rules and practise a few questions every day. Next, revise your mistakes and solve more questions. Also, use notes, sample papers, and mock tests to check your progress.


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Wrapping Up

The Sainik School Class 6 Maths Number System becomes easier when you learn each concept step by step. Start with number types and place values. Then, practise examples and solve MCQs. Finally, revise regularly to build confidence for the AISSEE exam.


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