Find a spanning trees for each of the graphs in 3 and 4.
A spanning tree for the given graph.
The given graph is shown below:
A spanning tree for a graph G is a sub-graph of G that contains every vertex of G and is a tree. A spanning tree does not have cycles and it cannot be disconnected graph.
edges must be remove from a connected graph with n vertices and m edges to produce a spanning tree.
The given graph G has four circuits and removal of any edges of the circuit gives a tree
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