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All algorithms are in pseudocode Minimum spanning trees (MSTs). 3.1 (5p) The notion of a minimum spanning tree is applicable to a con- nected weighted

All algorithms are in pseudocode

Minimum spanning trees (MSTs). 3.1 (5p) The notion of a minimum spanning tree is applicable to a con- nected weighted graph. Do we have to check a graph's connectivity before applying Prim's algorithm or can the algorithm do it by itself? What is the result of Prim's algorithm on a disconnected graph? 3.2 (5p) What about Kruskal's algorithm ? Does it work on a disconnected graph ? How would you modify Kruskal's algorithm to nd a minimum spanning forest on a disconnected graph. 3.3 (5p) Does Prim's and Kruskal's algorithms always work correctly on graphs with negative edge weights? Find an easy way to prove your answer.

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