Suppose that the pairwise comparison method is used on the following preference table. If A, C, and E drop out, is the irrelevant alternatives criterion satisfied? Explain.Choose the correct answer below.O A. Yes. Candidate D wins the first election. If candidates A, C, and E drop out, candidate D still wins the second election.O B. No. Candidate O wins the first election. If candidates A, C, and E drop out, candidate B wins the second election.O C. Yes. Candidate B wins the first election. If candidates A, C, and E drop out, candidate B still wins the second election.O D. No. Candidate B wins the first election. If candidates A, C, and E drop out, candidate D wins the second election.Number of votesFirstSecondThirdFourthFifth3 3 3MBACEOАMBCEADDMADBCEААMCDBEAEDBAC3 3сАА с

WE WILL USE PAIRWISE COMPARISON METHOD in this total 10 comparisons are made A vs B A vs C A vs D A…

Answered: Suppose that the pairwise comparison…

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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hree-Way Race Preference Schedule. Consider a three-way race between candidates called A, B, C. Make a preference schedule for the following results: 22 voters rank the candidates in the order (first choice to last choice) A, B, C. 20 voters rank the candidates in the order C, B, A. 16 voters rank the candidates in the order B, C, A. 8 voters rank the candidates in the order C, A, B. The answers are in the attached table.
Suppose a sample of Supernatural fans are asked to rank the characters of Castiel, Dean, and Sam. The results are presented in the preference schedule below. 15 7 12 10 6 1st Choice Dean Sam Castiel Dean Sam 2nd Choice Castiel Castiel Dean Sam Dean 3rd Choice Sam Dean Sam Castiel Castiel Under the Borda Count, 3rd choice candidates will be awarded 1 point, 2nd choice candidates will be awarded 2 points, and 1st choice candidates are awarded 3 points. Determine whether each statement below is True or False. a. In the first column, Dean wins 15 × 4 = 60 points. b. In the second column, Dean wins 7 × 1 = 7 points. c. In the last column, Dean wins 6 × 2 = 12 points. d. Castiel wins a total of 50 points. e. Sam wins a total of 86 points.
For an election with four candidates (A, B, C, D) consider the following preference table: NUMBER OF VOTERS 6. 1st Choice A C 2nd Choice В A C A 3rd Choice A 4th Choice C В Using the majority method, which candidate wins the election? 8 5.
A charity is trying to raise money by hosting a comedy club with a famous comedian. In order to maximize donations they want to bring in the best comedian, if there is one. By surveying 100 of their target donors, they find the following preferences: Comedian Zach Galifianakis Maria Bamford Patton Oswalt Brian Posehn Number of Preferences 11 44 23 22 They are trying to determine who (if anyone) should be invited. Calculate the test statistic for one of the tests. What is the correct decision to make? (Do not reject H0, Reject H0, Nothing can be concluded, or None of the above?) What is the correct action to take? Invite Zach Galifianakis, Invite Maria Bamford, Invite Patton Oswalt, Invite Brian Posehn, Invite none of these, or None of the other options are correct)
Suppose that the Borda count method is used on the following preference table. If B drops out, is the irrelevant alternatives criterion satisfied? Explain. Choose the correct answer below. OA. No; C wins by the Borda count method. If B drops out, A wins. OB. Yes; A wins by the Borda count method. If B drops out, A still wins. OC. Yes; C wins by the Borda count method. If B drops out, C still wins. OD. No; A wins by the Borda count method. If B drops out, C wins. C TUBA 3BAC B GAC6 Number of votes 9 8 7 First Second Third
A survey of 200 randomly selected college students was conducted to determine if the campus library should extend its hours of operation. The results of the survey are in the table. Closing Time Preference Close at 8 p.m. Close at 10 p.m. Close at midnight Year in College Freshmen Sophomores 25 15 20 15 5 25 Juniors 10 25 15 Seniors 25 15 5 If there are 4,000 students at the college, what is the best estimate for the number of students who prefer the library to close at 10 p.m.? O 1,000 students 1 200 students Next ▸ US 9:48 < Previous % A O DELL & ★ ME
i need c for number 6
Candidates A, B, C, and D are competing to win an award. There are 5 voters in this election. The chart below shows the preference schedule. Voter 1 1st choice. A 2nd choice B 3rd choice C 4th choice D Voter 2 Voter 3 B C C B D D A A Voter 4 D B C A Voter 5 A D C B 8. Consider the following fairness criterion: If a majority of the voters have candidate X ranked last, then candidate X should not be a winner of the election. (a) Give an example to show that the plurality method violates this criterion. (b) Give an example to show that the plurality with elimination method violates this crite- rion.
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