Question: this is a Discrete Math II problem 8. We say that two distinct edges in a graph are adjacent if there is a vertex incident

this is a Discrete Math II problem

8. We say that two distinct edges in a graph are adjacent if there is a vertex incident to both (the two edges share exactly one vertex.) For the graph Kn, determine the number of sets of two edges {6, f} with the property that e, f are (a) adjacent and (b) not adjacent

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