. A business man has to visit five cities A, B, C, D and E. The distance (in hundred miles) between the five cities is as follows: AB CD E A 7 8 4 B 7 *8 5 6 C 6 8*97 8 5 9 46 7 * 8 8 * If the businessman starts from city A and has to come back to his starting point, which route should he select so that the total distance travelled is minimum

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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3. A business man has to visit five cities A, B, C, D and E. The distance (in hundred miles) between
the five cities is as follows:
А В
C DE
7 6 8
8 56
A *
4
B 7
C 6 8 *
D 8 59
9 7
8.
E
4
7
8
If the businessman starts from city A and has to come back to his starting point, which route
should he select so that the total distance travelled is minimum.
4. Apply Kruskal's Algorithm to determine a minimum spanning tree in each graph.
Transcribed Image Text:3. A business man has to visit five cities A, B, C, D and E. The distance (in hundred miles) between the five cities is as follows: А В C DE 7 6 8 8 56 A * 4 B 7 C 6 8 * D 8 59 9 7 8. E 4 7 8 If the businessman starts from city A and has to come back to his starting point, which route should he select so that the total distance travelled is minimum. 4. Apply Kruskal's Algorithm to determine a minimum spanning tree in each graph.
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