Number Theory 51 - Theorem 3.6: Linear Congruence ax≡b(mod n) has a solution ⇔ d|b, where d=gcd(a,n)

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Proof that the Linear Congruence ax=b (mod n) has a solution if gcd(a, n)|b . Proof that the Linear Congruence ax=b (mod n) has a solution if gcd(a, n)|b .
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