- #1
Poirot1
- 245
- 0
Let G be a group, |G|=n and m an integer such that gcd(m,n)=1.
(i) show that implies
(ii)Hence show that for all g in G there is a unique x such that
(i) there exist a, b such that am+bn=1 so that .
Hence ok?
(ii) (i) shows uniqueness. Not sure about existence. Cheers.
(i) show that
(ii)Hence show that for all g in G there is a unique x such that
(i) there exist a, b such that am+bn=1 so that
Hence
(ii) (i) shows uniqueness. Not sure about existence. Cheers.