Group Direct Product of Cyclic Groups/Examples
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Examples of Use of Group Direct Product of Cyclic Groups
$C_2 \times C_2$ is not Cyclic
Let $C_2$ denote the cyclic group of order $2$.
The group direct product $C_2 \times C_2$ is not a cyclic group.
$C_2 \times C_3$ is Cyclic
Let $C_2$ denote the cyclic group of order $2$.
The group direct product $C_2 \times C_3$ is a cyclic group.