Define spanning tree
Define spanning tree in your own words.
I)The tree is an indefinite, cycled graph. If it is G (i.e. it contains any G vertex), it is a Graph G span tree and it is a G subprogram (every edge in the tree belongs to G).
II) The expansion tree of the connected graph G can also be defined as a maximum set of G borders without a cycle or a minimum set of edges connecting all vertexes.
III)A cover tree is a subset of graph G with a minimum number of boundaries that cover all vertices. Therefore no processes can be separated in a winding tree.
VI)This definition helps to suggest that at least one overhead tree is in any connected and undirected G graph. There is no twisted graph twisting tree so it can't extend to any vertex
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