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Mathematical Theorems and Definitions
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Which theorem states that for any two integers (a) and (b), there exist integers (x) and (y) such that (ax + by = gcd(a, b))?
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A
Bezout's Theorem
💡 Explanation:
Bezout's Theorem states that for any two integers (a) and (b), there exist integers (x) and (y) such that (ax + by = gcd(a, b)), where (gcd(a, b)) is the greatest common divisor of (a) and (b).