Will odd dihedral groups (e.g. d6, d10, d14) only have the identity, σ, τ and itself as subgroups as any power of σ with τ generates the entire group?(adsbygoogle = window.adsbygoogle || []).push({});

If so would the subgroup lattice of d14 just be:

d14 → σ & τ → e

Thanks!

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# Quick question about subgroups of "odd" dihedral groups

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