Find the greatest common factor (greatest common divisor) of two or more whole numbers.
Fraction arithmetic, decimal-to-fraction conversion, ratios and proportions.
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GCF(24, 36, 60) = 12.
Find the greatest common factor (greatest common divisor) of two or more whole numbers. The result is intended for quick estimates, checking arithmetic and comparing scenarios. When a result affects a contract, tax filing, medical decision, building-code requirement or other high-stakes situation, verify the result with the appropriate professional or authoritative source.
The numbers 24, 36, and 60 are all divisible by 12. Their greatest common factor is 12, so a ratio 24:36 can be reduced by dividing both values by 12.
GCF versus LCM: GCF finds the largest number that divides all entries, while LCM finds the smallest positive number divisible by all entries. Enter whole numbers rather than decimals.
Find the greatest common factor (greatest common divisor) of two or more whole numbers.
Repeatedly apply the Euclidean algorithm to find the largest integer that divides every value without a remainder.
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