4. The roads represented by this graph are all unpaved. The lengths of theroads between pairs of towns are represented by edge weights. Which roadsshould be paved so that there is a path of paved roads between eachpair of towns so that a minimum road length is paved? (Note: These townsare in Nevada.)Manhattan602580TonopahWarm Springs35Goldfield40Dyer2520Silver Pea25LidaOasis10127030Deep SpringsGoldPoint45Beatty Find a spanning tree for the graph shown by removing edges insimple circuits.dokb

Here given us the unpaved representation by the graph the wedge show the show the length the road…

The roads represented by this graph are all unpaved. The lengths of ds between pairs of towns are represented by edge weights. Which rc uld be paved so that there is a path of paved roads between each of towns so that a minimum road length is paved? (Note: These to in Nevada.) Manhattan 60 25 80 55 Tonopah Warm Spring= 40 Dyer 25 20 Silver Pea Goldfield 20 (Lida 25 Oasis 12 70 10 30 Deep Springs Gold Point 45 Beatty

The roads represented by this graph are all unpaved. The lengths of ds between pairs of towns are represented by edge weights. Which rc uld be paved so that there is a path of paved roads between each of towns so that a minimum road length is paved? (Note: These to in Nevada.) Manhattan 60 25 80 55 Tonopah Warm Spring= 40 Dyer 25 20 Silver Pea Goldfield 20 (Lida 25 Oasis 12 70 10 30 Deep Springs Gold Point 45 Beatty

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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Question

4. The roads represented by this graph are all unpaved. The lengths of the
roads between pairs of towns are represented by edge weights. Which roads
should be paved so that there is a path of paved roads between each
pair of towns so that a minimum road length is paved? (Note: These towns
are in Nevada.)
Manhattan
60
25
80
Tonopah
Warm Springs
35
Goldfield
40
Dyer
25
20
Silver Pea
25
Lida
Oasis
10
12
70
30
Deep Springs
Gold
Point
45
Beatty

Find a spanning tree for the graph shown by removing edges in
simple circuits.
d
ok
b

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