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2 (3 pts) Show that if a = b (mod N) and if M divides N, then a = b (mod M). 294,189 3 (3

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2 (3 pts) Show that if a = b (mod N) and if M divides N, then a = b (mod M). 294,189 3 (3 pts) (a) Use the Euclidean algorithm to find ged (588, 878.). 294 (b) If a and b are n-bit numbers, what is the run-time T(n) of the algorithm? (logn) O(n) O(n logn) O(na) O(ny)

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