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For items 1-10, consider the following: The members of Math Club are to choos among four candidates, M, A, T, H. The following table shows the result of the elect 2 2 A H НАМ TT Number of votes 18 12 T M 3 First Choice H T Second Choice M A T Third Choice A MH H

For items 1-10, consider the following: The members of Math Club are to choos among four candidates, M, A, T, H. The following table shows the result of the elect 2 2 A H НАМ TT Number of votes 18 12 T M 3 First Choice H T Second Choice M A T Third Choice A MH H

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter12: Angle Relationships And Transformations
Section: Chapter Questions
Problem 3PTTS
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For items 1-10, consider the following: The members of Math Club are to choose a representative among four candidates, M, A, T, H. The following table shows the result of the election. Number of votes 18 12 5 3 2 | 2 First Choice H T M A H T Second Choice M A T H A Third Choice A M H H Fourth Choice T H AMMA 1. How many voters choose A as their first choice? 2. Who won the election by plurality? 3. Using the Borda count method and assigning 4 points for the first choice, 3 points for the second choice, 2 points for the third choice and 1 point for the fourth choi received? how many points T have 4. Using the Borda count method and assigning 4 points for the first choice, 3 points for the second choice, 2 points for the third choice and 1 point for the fourth choice, how many points H have received? 5. Who won the election by Borda count method? 6. Using the plurality with elimination method, who is the candidate to be eliminated in the first round (candidate with the least number of first place votes)? 7. Using the plurality with elimination method, who is the candidate to be eliminated in the second round? 8. Who won the election by plurality with elimination method? 9. Using pairwise comparison method, who won between candidate M and candidate A? 10. Who won the election using the pairwise comparison method?
Transcribed Image Text:For items 1-10, consider the following: The members of Math Club are to choose a representative among four candidates, M, A, T, H. The following table shows the result of the election. Number of votes 18 12 5 3 2 | 2 First Choice H T M A H T Second Choice M A T H A Third Choice A M H H Fourth Choice T H AMMA 1. How many voters choose A as their first choice? 2. Who won the election by plurality? 3. Using the Borda count method and assigning 4 points for the first choice, 3 points for the second choice, 2 points for the third choice and 1 point for the fourth choi received? how many points T have 4. Using the Borda count method and assigning 4 points for the first choice, 3 points for the second choice, 2 points for the third choice and 1 point for the fourth choice, how many points H have received? 5. Who won the election by Borda count method? 6. Using the plurality with elimination method, who is the candidate to be eliminated in the first round (candidate with the least number of first place votes)? 7. Using the plurality with elimination method, who is the candidate to be eliminated in the second round? 8. Who won the election by plurality with elimination method? 9. Using pairwise comparison method, who won between candidate M and candidate A? 10. Who won the election using the pairwise comparison method?
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