A 3 8 00 F 3 D 5 сл 3 3 G 1 E 3 B 3 C 5. -For the given graph, perform Dijkstra algorithm for finding the spanning tree in the graph. Run the algorithm to the end (to determine the spanning tree). Take node A as the starting node and E as the target. Draw and fill in the table showing the algorithm's course. Draw a tree on the basis of the completed table. Draw it on a piece of paper, take a photo and paste it into the document Node Cost Predecessor

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Minimum Spanning Tree

A spanning tree is a sub-graph of a connected, undirected graph. It has all the vertices of a graph with the minimum possible number of edges. If a vertex is skipped, then it will not be a spanning tree. The edges of a spanning tree may or may not have weights.