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A simple graph with $n$ vertex is called a complete graph $(K_n)$ if the degree of each vertex is $n−1$  means each vertex is attached to the remaining $n−1$ vertex.

The below figure represents  $K_4$ graph:

Clearly visible that $K_4$ graph having $6$ edges.

Option $D$ is correct.

Note: for $n$ vertices  in $K_n$ graph the number of edges is $\frac{n(n-1)}{2}$

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