Use Prim's algorithm to find the minimum weighted spanning tree for the graph in figure K. Fill in the table below. M 4 a Possible Edges КА 3 e M 3. en h = + Mmimun உuge Total Weight Chosen Edge Weight
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| Minimum spanning tree: Graph/route containing all the vertices (nodes) with minimum number of edges without forming a cycle. |
| There can be n number of spanning trees for a given problem. We need to make sure that we are covering the whole tree in minimum distance/weight/cost. |
| Any edge can be used for starting. |
| Usually we consider the lowest weight edge for starting. |
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