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In the traveling salesperson model, assume n is the number of customers to be served, dy is the distance between city "i and "j, customer 1 is the depot, m is the number of salespeople and the decision variables are x, and u. Answer the following question The sub-tour elimination constraint of degree two is: a. None of the mentioned Ob. x +x2 1 for i, jE (2.n) and i j c. E SI for je (2.n) and i #1 Od. xy + X SI for i,je (2.n) and i # 1 e. Edy 00. for i =)

In the traveling salesperson model, assume n is the number of customers to be served, dy is the distance between city "i and "j, customer 1 is the depot, m is the number of salespeople and the decision variables are x, and u. Answer the following question The sub-tour elimination constraint of degree two is: a. None of the mentioned Ob. x +x2 1 for i, jE (2.n) and i j c. E SI for je (2.n) and i #1 Od. xy + X SI for i,je (2.n) and i # 1 e. Edy 00. for i =)

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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In the traveling salesperson model, assume n is the number of customers to be served, dy is the distance between city "i and "j, customer 1 is the depot, m is the number of salespeople and the decision variables are x, and u Answer the following question The sub-tour elimination constraint of degree two is: a. None of the mentioned Ob. x +x 2 1 for i, je (2.n) and ij c. E SI for je (2.n) and i j Od. xy + x S I for i,je (2.n) and i j e. Edy = 00.for i j
Transcribed Image Text:In the traveling salesperson model, assume n is the number of customers to be served, dy is the distance between city "i and "j, customer 1 is the depot, m is the number of salespeople and the decision variables are x, and u Answer the following question The sub-tour elimination constraint of degree two is: a. None of the mentioned Ob. x +x 2 1 for i, je (2.n) and ij c. E SI for je (2.n) and i j Od. xy + x S I for i,je (2.n) and i j e. Edy = 00.for i j
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