The traveling salesperson problem for the following instance 4 9 3 b is to be solved using branch and bound starting at node a. Break ties alphabetically. - Which are the first 3 nodes dequeued from the priority queue? (Each node is identified by its path from the root) - What is the bound for the node [a.d]? (Each node is identified by its path from the root) A. 28 B. a,b.c,d,a A minimal tour is C. a,d.c.b.a The minimal tour length is D. 34 E. a,b.d.c.a F. [a). [a.c), [a,d] G. [a). [a.b). [a,b.d.c,a] Н. 19 L. 24 J. [a). [a.b]. [a.c] K. a.c.b.d.a L. [a]. [a.c). [a,c.d.b.a] М. 18

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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The traveling salesperson problem for the following instance
6
is to be solved using branch and bound starting at node a.
Break ties alphabetically.
v Which are the first 3 nodes dequeued from the priority queue? (Each node is identified by its path from the root)
A. 28
v What is the bound for the node [a,d]? (Each node is identified by its path from the root)
B. a.b.c.d.a
-
v A minimal tour is
C. a,d,c,b,a
v The minimal tour length is
D. 34
E. a,b,d.c.a
F. [a), [a,c), [a,d]
G. [a]. [a,b]. [a,b,d.c,a]]
Н. 19
1. 24
J. [a). [a.b). [a.c]
K. a.c.b.d.a
L. [a), [a,c), [a,c.d.b.a]
М. 18
Transcribed Image Text:The traveling salesperson problem for the following instance 6 is to be solved using branch and bound starting at node a. Break ties alphabetically. v Which are the first 3 nodes dequeued from the priority queue? (Each node is identified by its path from the root) A. 28 v What is the bound for the node [a,d]? (Each node is identified by its path from the root) B. a.b.c.d.a - v A minimal tour is C. a,d,c,b,a v The minimal tour length is D. 34 E. a,b,d.c.a F. [a), [a,c), [a,d] G. [a]. [a,b]. [a,b,d.c,a]] Н. 19 1. 24 J. [a). [a.b). [a.c] K. a.c.b.d.a L. [a), [a,c), [a,c.d.b.a] М. 18
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