A nine-member Olympic committee is voting using preference ballots to decide which one of A, B, or C remain as a finalist to host the Olympics. The partially complete preference ballots are as follows. О А. Make a preference table with nine voters to choose among three choices, in which the plurality method violates Condorcet's criterion. Choose the correct answer below. 1st 2nd 3rd O c. *** 1st 2nd 3rd AAAABBB C B B ввссC A C C C C A A A B A A A ABB BC C C C C A A A A B B ввсс с в 1st AA AABBB 2nd 3rd B. 1st A A A A B B 2nd C C C C A 3rd ВВВВ OD. 1st 2nd 3rd A A A A B B B B сссс B C A A B C C C A B B в с A A A B C C C A
A nine-member Olympic committee is voting using preference ballots to decide which one of A, B, or C remain as a finalist to host the Olympics. The partially complete preference ballots are as follows. О А. Make a preference table with nine voters to choose among three choices, in which the plurality method violates Condorcet's criterion. Choose the correct answer below. 1st 2nd 3rd O c. *** 1st 2nd 3rd AAAABBB C B B ввссC A C C C C A A A B A A A ABB BC C C C C A A A A B B ввсс с в 1st AA AABBB 2nd 3rd B. 1st A A A A B B 2nd C C C C A 3rd ВВВВ OD. 1st 2nd 3rd A A A A B B B B сссс B C A A B C C C A B B в с A A A B C C C A
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
1
![A nine-member Olympic committee is voting
using preference ballots to decide which one
of A, B, or C remain as a finalist to host the
Olympics. The partially complete preference
ballots are as follows.
О А.
Make a preference table with nine voters to choose among three choices, in which
the plurality method violates Condorcet's criterion. Choose the correct answer
below.
1st
2nd
3rd
О с.
***
1st
2nd
3rd
A A AABBBC
B B ввсс C A
сссс A A A B
A A A A B B B с
C C CCA A A A
ВВВВсс св
1st AA AABBB
2nd
3rd
B.
1st A AAABBB C
C C C A A A B
2nd
C
3rd
B
B ввссC A
O D.
1st
A
2nd
AAABBB C
B B B B A A A B
3rd C c сссс C A](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1f66b072-56d3-4d1d-be03-6dbb7c90ba7d%2Fec9f5519-0111-4452-926b-0b1d721eee39%2Fp2srk4_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A nine-member Olympic committee is voting
using preference ballots to decide which one
of A, B, or C remain as a finalist to host the
Olympics. The partially complete preference
ballots are as follows.
О А.
Make a preference table with nine voters to choose among three choices, in which
the plurality method violates Condorcet's criterion. Choose the correct answer
below.
1st
2nd
3rd
О с.
***
1st
2nd
3rd
A A AABBBC
B B ввсс C A
сссс A A A B
A A A A B B B с
C C CCA A A A
ВВВВсс св
1st AA AABBB
2nd
3rd
B.
1st A AAABBB C
C C C A A A B
2nd
C
3rd
B
B ввссC A
O D.
1st
A
2nd
AAABBB C
B B B B A A A B
3rd C c сссс C A
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