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is the line graph of the complete graph on vertices, , i.e. each edge in is represented by a vertex in , where these vertices

image text in transcribed is the line graph of the complete graph on image text in transcribed vertices, image text in transcribed , i.e. each edge in image text in transcribed is represented by a vertex in image text in transcribed , where these vertices in image text in transcribed are adjacent if the edges in image text in transcribed are adjacent to the same vertex.

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What "advance knowledge" do you need?? Please asking this on all my posts when you don't even specify what I need to update the question with.

L(K) K L(K) L(K) Bonus Question: Let p be a prime congruent to 3 mod 4. Show that L(Kp) is a Cayley graph. Hint: Consider the group AGL(1, p) = {x H ar +bla Z, be Zp}

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