Question

Prove that if graphs g and h are isomorphic then their complements are also isomorphic

Answer 1

$\huge\bold\star{\underline{\underline{\mathcal\purple{Nmste}}}}\star$

$<b>$(b) If k ≥ 2, prove that G has a cycle of length at least k + 1. .... and H must also be isomorphic. In general ... Prove that if graphs G and H are isomorphic, then their complements G.

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Answer 2

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$<marquee behaviour="slide" direction="down"style="background:pink">$If k< 2 that to prove that G has a length of cycle at least k+1... H and must also be isomorphic. In general if it was proved that G and H are isomorphic.