The relationship between HCF (Highest Common Factor) and LCM (Least Common Multiple) plays a crucial role in various mathematical applications. those relation between HCF and LCM is stated below: In case of two numbers the product of two numbers is equal to product of their LCM and HCF , i.e. Relation between HCF and LCM HCF and LCM are the two terms that stand for highest common factor and least common multiple respectively. The HCF is the greatest factor of two numbers or more than two numbers which divides the number exactly with no remainder, while on the contrary the LCM of two numbers or more than two numbers is the smallest number which is divisible by given numbers exactly. After discussing the definition of HCF and LCM , in this article, we will focus on the relation ... Let's read here to understand the definitions, methods, and differences between LCM and HCF. In mathematics, the Least Common Multiple ( LCM ) and the Highest Common Factor (HCF) are fundamental concepts for understanding how numbers relate to one another. Mastering HCF and LCM ( Highest Common Factor and Lowest Common Multiple ) is essential for GCSE maths success. This page shows exactly how to find HCF and LCM using prime factorisation, with clear step-by-step routines, exam-ready working, and fully worked examples for two and three numbers.
