This value found by the Euclidean [yoo-KLIH-dee-un] algorithm equals the product of two numbers divided by their least common multiple.
This mathematical operation can be expressed as a linear combination using Bezout's [bay-zoo's] identity. This equals the number of lattice points crossed by a line from the origin to the coordinates of the two input values. If this value is one, then its inputs are called relatively prime. This value found by the Euclidean [yoo-KLIH-dee-un] algorithm equals the product of two numbers divided by their least common multiple. This operation can also be evaluated by multiplying the shared prime factors of a set of numbers. Name this largest value that goes into all of a set of numbers.
This mathematical operation can be expressed as a linear combination using Bezout's [bay-zoo's] identity.
greatest common factor (accept gcf, greatest common divisor, or gcd; accept highest or largest in place of greatest)