Seven towns will be connected by a road network. The distance (km) table is given below. A B D E F G |C 70 30 10 A 50 80 150 В 10 C 70 110 160 120 90 130 | 100 | 180 140 190 20 80 60 20 40 170 D 30 80 40 E 50 F 80 G 150 | 160 170 | 180 | 190 | 200 120 130 100 140 60 110 90 200 In this road network, find a Minimal Spanning Tree (using Kruskal's algorithm) and also compute the total weight of this Minimal Spanning Tree. Write your solution step by step

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
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Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 56E
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Seven towns will be connected by a road network. The distance (km) table is given
below.
|D E F_
70 30 50
A B
G
A
10
80
150
В 10
с| 70
110 160
120 90
130 | 100 180
20
80
60
20
40
170
D 30
80
40
120 | 130
100 140
G 150 160 | 170 | 180 | 190 | 200
Е 50
60
140 190
F
80
110 90
200
In this road network, find a Minimal Spanning Tree (using Kruskal’s
algorithm) and also compute the total weight of this Minimal Spanning Tree. Write
your solution step by step
Transcribed Image Text:Seven towns will be connected by a road network. The distance (km) table is given below. |D E F_ 70 30 50 A B G A 10 80 150 В 10 с| 70 110 160 120 90 130 | 100 180 20 80 60 20 40 170 D 30 80 40 120 | 130 100 140 G 150 160 | 170 | 180 | 190 | 200 Е 50 60 140 190 F 80 110 90 200 In this road network, find a Minimal Spanning Tree (using Kruskal’s algorithm) and also compute the total weight of this Minimal Spanning Tree. Write your solution step by step
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