Access Personalised Learning With Embibe Simple!
Click on Start Trial to Access Learning Outcomes Today
General Terms Related to Spherical Mirrors
April 11, 2024
Animal Cell: Definition, Diagram, Types of Animal Cells
April 11, 2024
NCERT Solutions for Class 10 Science 2024 – Download PDF
April 6, 2024
NCERT Books for Class 12 Chemistry 2024: Download PDF
April 6, 2024
CBSE Class 9 Mock Tests 2025: Attempt Online Mock Test Series (Subject-wise)
April 3, 2024
NCERT Books for Class 6 Maths 2025: Download Latest PDF
April 3, 2024
NCERT Books for Class 10 Maths 2025: Download Latest PDF
April 2, 2024
Arc of a Circle: Definition, Properties, and Examples
April 2, 2024
CBSE Class 10 Mock Test 2025: Practice Latest Test Series
April 2, 2024
NCERT Solutions for Class 10 2024: Science and Maths
April 1, 2024
There are numbers like 4, 9, 16, 25, 100, 625… etc that are perfect squares or their square root can be calculated easily all you have to do is write them as the product of prime numbers. But for numbers like 3, 8, 27, 124, 560, etc., you need a separate method. The long division method is used for dividing large numbers into steps.
The long division method divides large numbers by bifurcating the digits into a sequence. In this article, we will provide detailed information about the long division method. Scroll down to learn more!
Here we will provide you with the steps to use the long division method easily. Below we will find the root of 529:
| Question 1. Find the square root of (i) 729 (ii) 1296 (iii) 454 (iv) 5607 |
| Question 2. Find the least number that must be added to 1300 so as to get a perfect square. Also, find the square root of the perfect square |
| Question 3. Find the greatest 4-digit number which is a perfect square. |
| Question 4. Find the least number that must be subtracted from 5607 so as to get a perfect square. Also, find the square root of the perfect square. |
| Question 5. Find the square root of (i) 12.25 (ii) 31.36 (iii) 51.84 (iv) 7.29 |
| Question 6. There are 500 children in a school. For a P.T. drill, they have to stand in such a manner that the number of rows is equal to the number of columns. How many children would be left out in this arrangement? |
Now that you know the method and also have a sufficient amount of questions to solve. In this section of the article, we have provided the NCERT solutions for the chapter square and square roots. These solutions are prepared by expert faculty and students can rely on these for preparation.
The division is one of the essential mathematical operations, along with addition, subtraction, and multiplication. The division is represented by the symbol ÷. Long division is defined as the process of dividing large numbers in a simple way. The long division method takes place through four steps namely, divide, multiply, subtract, and bringdown. The long division method helps students to calculate large numerical problems in simple steps.
Q.1. How do I teach my child long division?
Ans. First, you need to understand the method yourself step by step. For this, you can check the step-by-step process explained on this page with images. This explanation is comprehensive and will surely aid you in teaching your child the method effectively. We advise you to start with a simple example and then move towards tough ones.
Q.2. What are the four steps of long division?
Ans. The four steps are:
1. Divide
2. Multiply
3. Subsrtact
4. Bringdown
Q.3. How do you use the long method?
Ans. The long division method is used in 6 steps that help you find the square root of the numbers that can not be expressed as a factor of their prime. Example: 547, 89.78, 23.
Q.4. How Do I Do Long Division?
Ans. You can check the detailed method on this page and follow the steps.
Q.5. What is the symbol for division?
Ans: The division can be represented by the symbol ÷.
After providing you with all the information on Long Division Method we have reached the end of our article. If you have further questions feel to use the comments section and we will update you on the same.
Scan to download the App 
JEE Main