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The following preference schedule shows the results of an election between four candidates. Your task is to use points to find a winner. You decide on a scale of points for each vote a candidate received. Make sure that a 1st place vote receives more points than a second place vote, second place more than third, and third place more than fourth (last). 1. Describe your system. 2. Show how you calculate the score for each candidate. 3. State who the winner is. 4. Note that A wins according to the method of plurality. Do you think your point system is better? Why or why not? Number of voters 46 16 122 12 5 4 1st A C D B 2nd B B C D 3rd C D B C 4th D D A A A A

The following preference schedule shows the results of an election between four candidates. Your task is to use points to find a winner. You decide on a scale of points for each vote a candidate received. Make sure that a 1st place vote receives more points than a second place vote, second place more than third, and third place more than fourth (last). 1. Describe your system. 2. Show how you calculate the score for each candidate. 3. State who the winner is. 4. Note that A wins according to the method of plurality. Do you think your point system is better? Why or why not? Number of voters 46 16 122 12 5 4 1st A C D B 2nd B B C D 3rd C D B C 4th D D A A A A

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.1: Measures Of Center
Problem 8PPS
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The following preference schedule shows the results of an election between four candidates. Your task is to use points to find a winner. You decide on a scale of points for each vote a candidate received. Make sure that a 1st place vote receives more points than a second place vote, second place more than third, and third place more than fourth (last). 1. Describe your system. 2. Show how you calculate the score for each candidate. 3. State who the winner is. 4. Note that A wins according to the method of plurality. Do you think your point system is better? Why or why not? Number of voters 16 12 5 4 1st A C D B 2nd B B C D 3rd C D B C 4th D A A A
Transcribed Image Text:The following preference schedule shows the results of an election between four candidates. Your task is to use points to find a winner. You decide on a scale of points for each vote a candidate received. Make sure that a 1st place vote receives more points than a second place vote, second place more than third, and third place more than fourth (last). 1. Describe your system. 2. Show how you calculate the score for each candidate. 3. State who the winner is. 4. Note that A wins according to the method of plurality. Do you think your point system is better? Why or why not? Number of voters 16 12 5 4 1st A C D B 2nd B B C D 3rd C D B C 4th D A A A
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