Find a complete set of coset representatives of the subgroup $\langle 11 \rangle$ in $U(38)$. Enter your answer as a comma separated list; make sure that EACH coset representative you enter

$\ast$ is $>0$ and $< 38$, and
$\ast$ is the smallest possible value in this range, i.e. if you enter the value $A$, there is not another value $0<B<$ with $B<A$ such that $A, B$ represents the same coset.



Find a complete set of coset representatives of the subgroup $\langle 8 \rangle$ in $U(51)$. Enter your answer as a comma separated list; make sure that EACH coset representative you enter

$\ast$ is $>0$ and $< 51$, and
$\ast$ is the smallest possible value in this range, i.e. if you enter the value $A$, there is not another value $0<B<$ with $B<A$ such that $A, B$ represents the same coset.