(A) Complete Graph (B) Bipartite
Graph
(C) Hamiltonian Graph (D) All of the
above
Answer C
explanation.
If each vertex of a connected graph with n vertices (where n> 3) is adjacent to at least n / 2 vertices, then the graph has a Hamilton circuit. Recall that two vertices are ADJACENT if there is an edge connecting them.
there are 6 vertices and and every vertex has atleast 3 neighbours hence hamiltonian graph.
Not complete graph because every vertices is not connected
directly with every vertices.
Not bipartite because in graph whose vertices can be divided into two disjoint and U and Vsuch that every edges connects a vertex inU to one inV
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