Question
Let $D_{n}$ be as in Example $10 .$ Show that $2 *[(n-1) * r, f]$ is a Hamiltonian circuit in $\operatorname{Cay}\left(\{r, f\}: D_{n}\right)$.
Step 1
The vertices of this graph correspond to the elements of the group generated by \( r \) and \( f \) under the relations defined in \( D_n \). The edges are determined by the generators \( r \) and \( f \). Show more…
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