provide a briet explanation of PYTHON codes and the efficiency analvsis with comments. Either copying other solution or solving other language I'm gonna give dislike thx (PLS CHECK IF OUTPUT DETERMINE)

Consider a loop tree which is an undirected wighted graph formed by taking a binary tree and adding an edge from exactly one of the leaves to another node in the tree as follows: Let n be the number of vertices in a loop tree. How long does it take Prim's or Kruskal's algorithms to find the minimum spanning tree in terms of n ? Devise a more efficient algorithm that takes an nxn adjacency weighted matrix as input, and finds the minimum spanning tree of a loop tree