# NCERT Class 10 Chapter 1 Real Numbers explanation

Table of Contents

## Chapter 1 Euclid’s Division Algorithm definition and elaboration

Euclid’s Division algorithm is a key topic of NCERT class 10 chapter 1 Real Number. An algorithm refers to the step-by-step procedure for solving any problem. Euclid’s division algorithm is used for finding the HCF of large numbers. Similarly, Euclid’s division algorithm provides us a formula to calculate Highest Common Factor. Students should remember that this algorithm can only be used to find HCF of only positive numbers.

### Chapter 1 Real numbers Euclid’s division lemma explanation

If you notice deeply, you will find that Euclid’s division algorithm is basically based on Euclid’s division lemma. Students will find a detailed and exhaustive explanation along with examples of this concept at OnlineBadi.com.Along with that, the video also provides a quick revision of all the properties and concepts learned so far.

## CBSE Class 10 Chapter 1 Euclid’s division algorithm explanation

Euclid’s division algorithm is an important topic for examiners. Many questions are asked from this segment of this chapter in board exams. If students want to pass their boards with flying colors, then they should be well prepared with all the topics. Euclid’s division algorithm is illustrated in depth by our expert at OnlineBadi.com. Along with the explanation, a few examples are also solved so that students can get a clear understanding of this topic.

All the examples are explained in a step-by-step approach by the subject instructor. The video also explains the properties of positive numbers in great profundity. Thereby it can also be used by the students for quick syllabus revision for the exam as the material provided at the Onlinebadi.com is accurate . This will help them in scoring more as compared to their fellow classmates and friends. Students should focus on understanding the concept and also in revising those concepts as it will help them in keeping the concept fresh in their minds.