Mathematics, 30.07.2019 20:20 corcor19

Find the smallest positive integer x that solves the congruence: 7x = 6 (mod 38) x= hint: from running euclid's algorithm forwards and backwards we get 1 = $(7) + f(38). find s and use it to solve the congruence.

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Find the smallest positive integer x that solves the congruence: 7x = 6 (mod 38) x= hint: from run...