G 17 30 18 25 8. 24 F 20 13 22 14 12 11 19 B Consider the graph given above. Use Kruskal's algorithm to find the minimum spanning tree. a. What is the total weight of the spanning tree? b. List the weights of the selected edges separated by commas in the order of selection.

Q: В E A 37 32 22 14 -- В 3 10 38 8 27 -- 37 10 11 30 -- D 32 38 11 17 39 -- E 22 8 6 17 44 -- F 14 27…

A: This question can be solved using the rules of Kruskal's algorithm: STEP 1: First arrange all the…

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A: As you asked for part -2

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Q: B F 32 6. 24 11 -- 32 22 45 28 25 22 15 21 D 24 45 38 29 11 28 15 38 F 4 25 21 29 The weights of…

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A: A minimum spanning tree or minimum weight spanning tree is a subset of the edges of a connected,…

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A: Here, given that the spanning tree T has 12 edges.

Q: A 20 B 5, 30 20 E 30 F 35 25 25

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Q: А В C D E F - | 38 В 38 A 42 | 36 6 8 5 | 23 16 17 -- C 42 5 2 3 31 -- D| 36 6| 16 23 2 19 9. -- E 3…

A: Solution by using Kruskal's algorithm is given as follows :

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Q: 5 6 6 16 니 d a 4 5 구 3 13 to I5

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A: The smallest spanning tree is

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A: Solution by Kruskal's algorithm :

Q: P. 4.

A: Thanks for the question :)And your upvote will be really appreciable ;) Detailed explanation :-

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