a)
Find d=\gcd(85272,5808), the greatest
common divisor of 85272 and 5808:
d=\input
Now find integers s and t such that:
85272s+5808t=d
s=\input\text{,}t=\input\text{.}
b)
Find all solutions x of the following congruence:
85272x\equiv 792 \mod 5808
The least solution x such that 0\lt x\lt 5808 is: \input
What is the difference between two successive solutions?\input