Skip to main content
DigiCalcs

Kuinka laskea GCF

Mikä on GCF?

The Greatest Common Factor (GCF), also called Greatest Common Divisor (GCD), is the largest integer that divides two or more numbers exactly. Used in simplifying fractions, finding common denominators, and solving Diophantine equations.

Vaiheittainen opas

  1. 1Prime factorization method: factor each number, take common prime factors with lowest powers
  2. 2Euclidean algorithm: GCF(a,b) = GCF(b, a mod b), repeat until remainder is 0
  3. 3GCF(a,b) × LCM(a,b) = a × b
  4. 4GCF of two primes is always 1 (they share no common factors)

Ratkaistut esimerkit

Syöte
GCF(48, 18)
Tulos
6
48=2⁴×3, 18=2×3² → GCF=2×3=6
Syöte
GCF(100, 75)
Tulos
25
100/25=4, 75/25=3, both exact

Oletko valmis laskemaan? Kokeile ilmaista GCF-laskuria

Kokeile itse →

Asetukset

YksityisyysEhdotTietoja© 2026 DigiCalcs