HCF and LCM
1. What is HCF?
HCF is the Highest Common factor of a set of numbers is the highest value that divides two or more number without leaving any remainder or remainder = 0.
2. What is LCM?
LCM is the Lowest Common Multiple of a set of numbers is lowest multiple that they have in common
3. What is GCD?
GCD stands for Greatest Common Divisor and it is another term that refers to HCF.
4. How can we calculate HCF or LCM of more than two values?
You can first calculate the HCF or LCM of any two values and than you can use the result to calulate with the third value and so on for n number of value.
5. What are Co-Primes?
Two values are called co-prime when there HCF is equal to 1. Example 9 and 8.
HCF and LCM Questions
HCF (Highest Common Factor) and LCM (Least Common Multiple) are fundamental concepts in mathematics, particularly in number theory. HCF is the highest common number which can exactly divide the two given numbers. LCM or Lowest Common Multiple is the common number that is divisible by both the given numbers. These concepts are essential tools for solving a wide range of mathematical problems.
In this article, we will learn about the definitions of HCF and LCM, their properties, and methods for calculating HCF and LCM. Along with this, all the possible varieties of HCF and LCM Questions have been discussed with solutions, and practice questions are provided on HCF and LCM for learners.
Table of Content
- What is HCF?
- What is LCM?
- How to calculate HCF and LCM?
- HCF Questions with Solutions
- LCM Questions with Solution
- Relation Between HCF and LCM
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