How many spanning trees are can be generated from these graphs?

Suppose we ran Prim's algorithm on the graph starting from node 0. Which edge would be added to the minimum spanning tree third? 0,1 O 0,2 O 0,3 O 0,4 O 1,2 O 2,3 3,4

An undirected, connected graph with least weight edges is a subgraph that contains all vertices. There may be several spanning trees for a given graph. In a spanning tree, the total weight is the sum of the weights of all of the edges. The number of edges in an MST is (vertices - 1).

It is important to investigate and contrast the advantages and drawbacks of weighted graphs and adjacency lists.

Indicate a set of edges of G that form a spanning tree. List the edges.