Question: Let G(V,E) be a weighted graph represented using adjacency-list graph representation. We run the Prim's algorithm from an arbitrary vertex r E V to build

Let G(V,E) be a weighted graph represented using adjacency-list graph representation.

Let G(V,E) be a weighted graph represented using adjacency-list graph representation. We run the Prim's algorithm from an arbitrary vertex r E V to build a MST. Write the pseudocode of an algorithm which for every vertex v EV prints the weight of the path from r to v in the MST. What is the running time of your algorithm? ALGORITHM(G,w) let r be an arbitrary vertex in G.V MST-PRIM(G,w,r) // add your pseudocode here

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