how do you find the smallest possible integer such that x ^35 is congruent to 11 mod 42?
i know that the order of 42 is 12. that means that x ^12 is congruent to 1 mod 42 where gcd(x,42)=1..
and then im stuck
i know that the order of 42 is 12. that means that x ^12 is congruent to 1 mod 42 where gcd(x,42)=1..
and then im stuck