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The minimum number of edges in a connected cyclic graph on $n$ vertices is:

  1. $n-1$
  2. $n$
  3. $n+1$
  4. None of the above
in Graph Theory by Veteran (52.1k points)
edited by | 5k views

3 Answers

+27 votes
Best answer

(b). For making a cyclic graph, the minimum number of edges have to be equal to the number of vertices.

by Boss (19.9k points)
edited by
+9 votes

answer we be "n" because if you add a single edge also in spanning tree it will make a cycle .

spanning tree needs n-1 edges, so to make cycle it must have "(n-1)+1 edges . so option B is correct 

by Active (3.1k points)
+4 votes
Ans: B

eg. triangle, square etc.
by Loyal (7.1k points)
Answer:

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