Theorem 3
If a bare two positive integers with a > b then G.C.
egers with a > b then G.C.D of (a,b) = GCD of (a – b, b) explain this theorem
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Let 'a' be 12, 'b' be 3. The G.C.D of the given numbers is 3. According to this theorem, the G.C.D of (12-3,3) is also 3.
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