Cayley Table/Examples

Definition
The Cayley table of the cyclic group of order $4$ can be written:


 * $\begin{array}{c|cccc}

& e & a & b & c \\ \hline e & e & a & b & c \\ a & a & b & c & e \\ b & b & c & e & a \\ c & c & e & a & b \\ \end{array}$

The Cayley table of the symmetric group on $3$ letters can be written:


 * $\begin{array}{c|cccccc}

\circ & e & p & q & r & s & t \\ \hline e & e & p & q & r & s & t \\ p & p & q & e & s & t & r \\ q & q & e & p & t & r & s \\ r & r & t & s & e & q & p \\ s & s & r & t & p & e & q \\ t & t & s & r & q & p & e \\ \end{array}$