2. Answer the following questions about the graph given below. A B D E a) Does an Euler circuit exist? Why or why not? b) Find a good eulerization for the graph, using as few duplicated edges as possible. How many edges must be added? c) Use the eulerization you developed in part b) to determine a best circuit for this graph, beginning at vertex A. List this path by listing successive vertices.

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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2. Answer the following questions about the graph given below.
B
E
a) Does an Euler circuit exist? Why or why not?
b) Find a good eulerization for the graph, using as few duplicated edges as possible. How many
edges must be added?
c) Use the eulerization you developed in part b) to determine a best circuit for this graph, beginning
at vertex A. List this path by listing successive vertices.
1
3. Consider the complete graph given below.
24
14
46
B,
32
51
28
a) Find the length of the sorted-edges tour for this graph. Use wiggly lines to indicate this tour.
b) Find the length of the nearest-neighbor tour starting at vertex A. Use wiggly lines to indicate
this tour.
Transcribed Image Text:2. Answer the following questions about the graph given below. B E a) Does an Euler circuit exist? Why or why not? b) Find a good eulerization for the graph, using as few duplicated edges as possible. How many edges must be added? c) Use the eulerization you developed in part b) to determine a best circuit for this graph, beginning at vertex A. List this path by listing successive vertices. 1 3. Consider the complete graph given below. 24 14 46 B, 32 51 28 a) Find the length of the sorted-edges tour for this graph. Use wiggly lines to indicate this tour. b) Find the length of the nearest-neighbor tour starting at vertex A. Use wiggly lines to indicate this tour.
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