Suppose that the pairwise comparison method is used on the following preference table. If A, C, and E drop out, is the Number of votes irrelevant alternatives criterion satisfied? Explain. First Second Third Fourth Fifth Choose the correct answer below. O A. Yes. Candidate B wins the first election. If candidates A, C, and E drop out, candidate B still wins the second election. O B. No. Candidate B wins the first election. If candidates A, C, and E drop out, candidate D wins the second election. O C. No. Candidate D wins the first election. If candidates A, C, and E drop out, candidate B wins the second election. O D. Yes. Candidate D wins the first election. If candidates A, C, and E drop out, candidate D still wins the second election.
Suppose that the pairwise comparison method is used on the following preference table. If A, C, and E drop out, is the Number of votes irrelevant alternatives criterion satisfied? Explain. First Second Third Fourth Fifth Choose the correct answer below. O A. Yes. Candidate B wins the first election. If candidates A, C, and E drop out, candidate B still wins the second election. O B. No. Candidate B wins the first election. If candidates A, C, and E drop out, candidate D wins the second election. O C. No. Candidate D wins the first election. If candidates A, C, and E drop out, candidate B wins the second election. O D. Yes. Candidate D wins the first election. If candidates A, C, and E drop out, candidate D still wins the second election.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
12
Transcribed Image Text:Suppose that the pairwise comparison method is used on the following preference table. If A, C, and E drop out, is the Number of votes
irrelevant alternatives criterion satisfied? Explain.
4
4
4
First
В
В
A
E
Second
A
D
D
Third
Fourth
E
B
E
A
E
A
Fifth
A
C
Choose the correct answer below.
O A. Yes. Candidate B wins the first election. If candidates A, C, and E drop out, candidate B still wins the second election.
O B. No. Candidate B wins the first election. If candidates A, C, and E drop out, candidate D wins the second election.
O C. No. Candidate D wins the first election. If candidates A, C, and E drop out, candidate B wins the second election.
O D. Yes. Candidate D wins the first election. If candidates A, C, and E drop out, candidate D still wins the second election.
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