2. You need to visit 5 locations on campus: the RIMAC Arena (R), the Applied Physics and Mathematics Building (AP&M), the UCSD Post Office (PO), Geisel Library (G), and the Computer Science and Engineering building(CSE). Below is a matrix? that shows the time it takes to walk between two different places. R AP&M PO G CSE R 10 20 10 12 АP&M| 10 16 5 10 РО 20 16 0. 13 9. G 10 5 13 6. CSE 12 10 9 6 Suppose you want to start at the post office and complete a cycle that visits every location exactly once. (a) Draw a weighted graph that represents these locations and their distances. (b) Use the Nearest Neighbor Algorithm to find a route. What is the weight of the cycle you obtain?

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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2. You need to visit 5 locations on campus: the RIMAC Arena (R), the Applied Physics
and Mathematics Building (AP&M), the UCSD Post Office (PO), Geisel Library (G),
and the Computer Science and Engineering building(CSE). Below is a matrix² that
shows the time it takes to walk between two different places.
R AP&M PO G
CSE
R
10
20
10
12
АP&M 10
РО
16
10
20
16
0.
13
9
G
10
5
13
6
CSE
12
10
9.
6
Suppose you want to start at the post office and complete a cycle that visits every
location exactly once.
(a) Draw a weighted graph that represents these locations and their distances.
(b) Use the Nearest Neighbor Algorithm to find a route. What is the weight of the
cycle you obtain?
(c) Use the Double the Tree Algorithm to find a route. What is the weight of the
cycle you obtain?
Transcribed Image Text:2. You need to visit 5 locations on campus: the RIMAC Arena (R), the Applied Physics and Mathematics Building (AP&M), the UCSD Post Office (PO), Geisel Library (G), and the Computer Science and Engineering building(CSE). Below is a matrix² that shows the time it takes to walk between two different places. R AP&M PO G CSE R 10 20 10 12 АP&M 10 РО 16 10 20 16 0. 13 9 G 10 5 13 6 CSE 12 10 9. 6 Suppose you want to start at the post office and complete a cycle that visits every location exactly once. (a) Draw a weighted graph that represents these locations and their distances. (b) Use the Nearest Neighbor Algorithm to find a route. What is the weight of the cycle you obtain? (c) Use the Double the Tree Algorithm to find a route. What is the weight of the cycle you obtain?
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