With the Euclidean algorithm we have an efficient algorithm for finding the multiplicative inverse in Z_m that is much better than exhaustive search. Find the inverses in Z_m of the following elements a modulo m:

Similar to Problem 6.7 in the textbook: With the Euclidean algorithm we have an efficient algorithm for finding the multiplicative inverse in Z_ m that is much better than exhaustive search. Find the inverses in Z_m of the following elements a modulo m : 1. a=17,m=101 2. a=19,m=999 3. a=357,m=1234 Note that the inverses must again be elements in Z_m and that you can easily verify your answers