Question: 2. Compute ged(29495, 16983) using Euclid's algorithm. Show all the steps. 3. With the help of Bezout's identity, show that if c is a common

2. Compute ged(29495, 16983) using Euclid's algorithm. Show all the steps. 3. With the help of Bezout's identity, show that if c is a common divisor of two integers a, b > 0, then cged(a,b) (i.e. c is a divisor of ged(a,b)). 4. Use the Extended Euclid's Algorithm to compute by hand the multiplicative inverse of 25 in Z28. List all of the steps

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