Draw the DFS and BFS spanning trees rooted at a for the graph in Figure
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Draw the DFS and BFS spanning trees rooted at a for the graph in Figure

1. Draw the DFS and BFS spanning trees rooted at a for the graph in Figure 20-36 . Then draw the minimum spanning tree rooted at a for this graph.


2. For the graph in Figure 20-38 , a. Draw all the possible spanning trees. b. Draw the minimum spanning tree.

Hint
Computer The minimum spanning tree similarly known as the minimum weight spanning tree which is a subset of the edges of an edge-weighted, connected undirected graphs that connect all vertices together. It has a minimum weight than all other spanning trees where the sum of the weight of all edges is minimum as possible....

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