Euclid's Division Algorithm Explained: HCF of 252 & 198
Автор: MathsEasyWithAnita
Загружено: 2026-02-05
Просмотров: 24
Описание:
Euclid's Division Algorithm Explained: HCF of 252 & 198 #realnumberclass10th #exam
In this video, we break down the process of finding the Highest Common Factor (HCF) using Euclid’s Division Algorithm.We solve the specific example of finding the HCF of 252 and 198 using the formula (a=bq+r). This is a fundamental concept for Class 10 Math (Real Numbers) and is essential for competitive exams.What you will learn:How to identify the dividend and divisor.How to apply the Division Lemma repeatedly.How to identify the final HCF when the remainder becomes zero.
Step-by-Step Summary:
252 = 198 × 1 + 54
198 = 54 × 3 + 36
54 = 36 × 1 + 18
36 = 18 × 2 + 0
HCF = 18
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#MathTutorial #EuclidsDivisionAlgorithm #Class10Math #HCF #RealNumbers #Mathematics #StepByStepMath
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