Using your original graph, is an Euler circuit possible? If not, Eulerize the graph and find an Euler circuit. Using your original graph, is a Hamiltonian circuit possible? If so, identify it.
Using your original graph, is an Euler circuit possible? If not, Eulerize the graph and find an Euler circuit. Using your original graph, is a Hamiltonian circuit possible? If so, identify it.
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Transcribed Image Text:Use the table of the interstate distances between cities (in miles) to do the following
ROCK Rockford
ROCH Rochelle
CHI
JOL
CHA
EFF
Chicago
Joliet
Champaign-Urbana
Effingham
Mount Vernon
MTV
ESTL
SPR
East St. Louis
Springfield
Lincoln
LIN
BN
Bloomington-Normal
Peoria
PEO
QC
PERU
Quad Cities
Peru
RCK
RCH
CHI JOL CHA EFF MTV ESTL SPR LIN BN PEO QC PERU
88
RCK
RCH
32
32
81
88
48
CHI
JOL
CHA
88
81
45
45
107
91
61
107
83
92
56
EFF
83
69
98
MTV
69
75
ESTL
SPR
98
75
93
92
93
38
LIN
38
45
45
45
45
BN
91
56
45
64
РЕO
45
93
QC
88
93
64
80
PERU
48
61
80

Transcribed Image Text:c) Design a trip, starting and ending in Peoria, that will visit the cities of East St Louis, Peru,
Springfield, and Joliet; you also are planning a stop at two historic sites along the way.
i) Draw your graph
i) Find the path that will minimize your time; assume 70 mph travel along
each edge and 30 mph from interstate to the historic site; use the Nearest
Neighbor Algorithm.
d) Using your original graph, is an Euler circuit possible? If not, Eulerize the graph and find an
Euler circuit.
e) Using your original graph, is a Hamiltonian circuit possible? If so, identify it.
f) Add to your original graph the cities of Quincy and Marion. If Quincy to Springfield is 111
miles and Mount Vermon to Marion is 46 miles, find a minimum distance spanning tree using
Kruskal's Algorithm.
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