1. List the total points for each candidate. Show how you calculate each candidate's total points. A: 160+100+30+18-308 B: 120+75+60+54-309 C: 80+25+120+72-297 D: 40+50+90+36-216 2. Under the Borda method, the candidate who wins the vote is B 3. How many votes are needed to win the majority? 566 votes are needed to win the majority.
1. List the total points for each candidate. Show how you calculate each candidate's total points. A: 160+100+30+18-308 B: 120+75+60+54-309 C: 80+25+120+72-297 D: 40+50+90+36-216 2. Under the Borda method, the candidate who wins the vote is B 3. How many votes are needed to win the majority? 566 votes are needed to win the majority.
Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
ChapterP: Prologue: Calculator Arithmetic
Section: Chapter Questions
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Question
![1. List the total points for each candidate.
Show how you calculate each candidate's total points.
A: 160+100+30+18-308
B: 120+75+60+54=309
C: 80+25+120+72=297
D: 40+50+90+36-216
2. Under the Borda method, the candidate who wins the vote is B
3. How many votes are needed to win the majority? 566 votes are needed to win the
majority.
4. Now determine the head-to-head winner. Fill in the table below. The first column is filled
out for you as an example.
40
25
30
18
Winner in
Head-to-Head
A vs B
A vs C
A vs D
A-40
A-25
B-30
B-18
B vs C
B vs C
C vs D
5. Who wins the head-to-head? How does the candidate win the head-to-head?
6. What can you say about the head-to-head criterion? Determine whether or not the Borda
method violates the head-to-head criterion.
Write your response below:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2e6cb07e-bc2b-46c8-b43b-cfabec5ff5c5%2Fe1eb36fe-e911-446c-87b1-c308d129a5d2%2Fasxxa6oj_processed.png&w=3840&q=75)
Transcribed Image Text:1. List the total points for each candidate.
Show how you calculate each candidate's total points.
A: 160+100+30+18-308
B: 120+75+60+54=309
C: 80+25+120+72=297
D: 40+50+90+36-216
2. Under the Borda method, the candidate who wins the vote is B
3. How many votes are needed to win the majority? 566 votes are needed to win the
majority.
4. Now determine the head-to-head winner. Fill in the table below. The first column is filled
out for you as an example.
40
25
30
18
Winner in
Head-to-Head
A vs B
A vs C
A vs D
A-40
A-25
B-30
B-18
B vs C
B vs C
C vs D
5. Who wins the head-to-head? How does the candidate win the head-to-head?
6. What can you say about the head-to-head criterion? Determine whether or not the Borda
method violates the head-to-head criterion.
Write your response below:
![Head-to-Head Criterion and Borda
Answer the following questions and determine if the Borda method violates the
head-to-head criterion.
Use the table below to determine the Borda winner. Assign the point values to each vote.
Number of Votes
First (4 pts)
30
с
40
25
18
D
A
Second (3 pts)
B
Third (2 pts)
D
Fourth (1 pt)
D
A](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2e6cb07e-bc2b-46c8-b43b-cfabec5ff5c5%2Fe1eb36fe-e911-446c-87b1-c308d129a5d2%2F9xij5f_processed.png&w=3840&q=75)
Transcribed Image Text:Head-to-Head Criterion and Borda
Answer the following questions and determine if the Borda method violates the
head-to-head criterion.
Use the table below to determine the Borda winner. Assign the point values to each vote.
Number of Votes
First (4 pts)
30
с
40
25
18
D
A
Second (3 pts)
B
Third (2 pts)
D
Fourth (1 pt)
D
A
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