Character tables of $D_n$?

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I have just obtained the character table of $D_4$, and now I want to know if all $D_n$ groups have similar character tables. Any help, please?

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There are many references in the literature, e.g., the article Characters of the dihedral group, and Serre's book on linear representations of finite groups.

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Yes, because the relation about your elements. Let $ r $ be rotation and $ s$ be simetry.

$sr=r^{n-1}s$, $r^n=1$ and $s^2=1$.

That's produces similar tables.