Cyclic group
= Cyclic group
{title2=$C_n$}
{wiki}
A cyclic group is generated by one element. A cyclic group of order $n$ has exactly $d$ solutions of $x^d=1$ for every positive <integer divisor> $d$ of $n$.
= Cyclic group
{title2=$C_n$}
{wiki}
A cyclic group is generated by one element. A cyclic group of order $n$ has exactly $d$ solutions of $x^d=1$ for every positive <integer divisor> $d$ of $n$.