The number of edges in a 'n' vertex complete graph is
- A. n*(n-1)/2
- B. n²
- C. n*(n+1)/2
- D. n * (n + 1)
Answer: A. n*(n-1)/2
Explanation: Complete graph $K_n$ has $\binom{n}{2}$ edges.
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The number of edges in a 'n' vertex complete graph is
Answer: A. n*(n-1)/2
Explanation: Complete graph $K_n$ has $\binom{n}{2}$ edges.
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