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SOLVED: The goal of this exercise is to practice finding the inverse modulo m of some (relatively prime) integer n. We will find the inverse of 3 modulo 14, i.e. an integer such that 3c ≡ 1 (mod 14).Math 425 Students: We did not specifically do a problem like this in class, but the following steps reveal that your knowledge of the Euclidean algorithm and Bezout's identity is enough to find the inverse of 3 modulo 14. YAY!First, we perform the Euclidean algorithm on 3 and 14: 14 = 4*3 2.[Note
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