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How do you use Euclid's method for finding the GCF? - Answers

Euclidean AlgorithmIt is not necessary to actually list the factors of all numbers to get the GCF for only two numbers. You can use the Euclidean algorithm.(1) Divide the larger number by the smaller one.(2) If there is no remainder, the GCF is the same as the smaller number.(3) Repeat step 1 with the smaller number and the remainder.Example:GCF of 51 and 85.85/51 = 1 R 3451/34 = 1 R 1734/17 = 2 R 0



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How do you use Euclid's method for finding the GCF? - Answers

https://math.answers.com/basic-math/How_do_you_use_Euclid's_method_for_finding_the_GCF

Euclidean AlgorithmIt is not necessary to actually list the factors of all numbers to get the GCF for only two numbers. You can use the Euclidean algorithm.(1) Divide the larger number by the smaller one.(2) If there is no remainder, the GCF is the same as the smaller number.(3) Repeat step 1 with the smaller number and the remainder.Example:GCF of 51 and 85.85/51 = 1 R 3451/34 = 1 R 1734/17 = 2 R 0



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https://math.answers.com/basic-math/How_do_you_use_Euclid's_method_for_finding_the_GCF

How do you use Euclid's method for finding the GCF? - Answers

Euclidean AlgorithmIt is not necessary to actually list the factors of all numbers to get the GCF for only two numbers. You can use the Euclidean algorithm.(1) Divide the larger number by the smaller one.(2) If there is no remainder, the GCF is the same as the smaller number.(3) Repeat step 1 with the smaller number and the remainder.Example:GCF of 51 and 85.85/51 = 1 R 3451/34 = 1 R 1734/17 = 2 R 0

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      Euclidean AlgorithmIt is not necessary to actually list the factors of all numbers to get the GCF for only two numbers. You can use the Euclidean algorithm.(1) Divide the larger number by the smaller one.(2) If there is no remainder, the GCF is the same as the smaller number.(3) Repeat step 1 with the smaller number and the remainder.Example:GCF of 51 and 85.85/51 = 1 R 3451/34 = 1 R 1734/17 = 2 R 0

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