Number Theory

Least Common Multiple

The least common multiple is the smallest positive integer divisible by each of the given integers.

Meaning

What Is Least Common Multiple?

The least common multiple is the smallest positive integer divisible by each of the given integers.

The least common multiple is the smallest positive integer divisible by each of the given integers.

Examples

Examples of Least Common Multiple

1lcm(6,8)=24.
Understand

Formula and Key Points

Formula / rule
lcm(a,b)
  • Know the definition and standard notation for Least Common Multiple.
  • Be able to recognise or compute least common multiple in a small example.
  • Connect the concept to nearby topics in the same subject before using it in larger CSE problems.
CSE Connection

Why This Matters in Computer Science

Used in cryptography, hashing, coding theory, security protocols and efficient integer algorithms.

FAQ

Least Common Multiple: Frequently Asked Questions

What is Least Common Multiple?

The least common multiple is the smallest positive integer divisible by each of the given integers.

Why is Least Common Multiple useful in computer science?

Used in cryptography, hashing, coding theory, security protocols and efficient integer algorithms.