(14) A weighted undirected graph has 4 vertices (vi - v4) and it has the following adjacency matrix: 10 1 1 11 11 10 11 The weights of the edges are as follows: edge weight {v1,v2} 4 {v1,v3} {vl,v4} 1 {v2,v3} {v2,v4} {v3,v4} 2 3 If Kruskal's Algorithm is used to generate a minimum spanning tree. What will be the order in which edges are added? (Hint: Draw the graph then apply the algorithm)
(14) A weighted undirected graph has 4 vertices (vi - v4) and it has the following adjacency matrix: 10 1 1 11 11 10 11 The weights of the edges are as follows: edge weight {v1,v2} 4 {v1,v3} {vl,v4} 1 {v2,v3} {v2,v4} {v3,v4} 2 3 If Kruskal's Algorithm is used to generate a minimum spanning tree. What will be the order in which edges are added? (Hint: Draw the graph then apply the algorithm)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:(14) A weighted undirected graph has 4 vertices (v1 - v4) and it has the following adjacency
matrix:
10 1 111
|1 0111
11 1011
The weights of the edges are as follows:
edge weight
{vl,v2}
{vl,v3}
{vl,v4}
{v2,v3}
{v2,v4}
{v3,v4}
4
6.
1
2
3
5
If Kruskal's Algorithm is used to generate a minimum spanning tree. What will be the order in
which edges are added?
(Hint: Draw the graph then apply the algorithm)
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