GCD & LCMhard
0:00.0
When finding \gcd(35, 12) via the Extended Euclidean Algorithm, the steps are:
$$35 = 2(12) + 11$
11 = 11(1) + 0$$
Working backwards to express 1 = 35x + 12yx$?
When finding \gcd(35, 12) via the Extended Euclidean Algorithm, the steps are: $$35 = 2(12) + 11$
11 = 11(1) + 0$$ Working backwards to express 1 = 35x + 12yx$?