ELECTION COUNT Three candidates are running for president of a service organization. The preference ranking of the voters are as follows. Rosenthal 1 1 Salinas 1 1 2 Milner 3 1 Number of Voters 13 10 7 10 6. 1. Who would win in a plurality election? 2. Who would win in a plurality election with a runoff between the top two finishers? 3. In a plurality election, could the six voters who ranked Milner first and Salinas second achieve a preferable outcome by voting strategically? 4. In a plurality election with a runoff between the top two candidates, could the six voters who ranked Milner first and Salinas second achieve a preferable outcome by voting strategically? 3. 1. 2) 3. 2. 2. 3. 3. 2.
ELECTION COUNT Three candidates are running for president of a service organization. The preference ranking of the voters are as follows. Rosenthal 1 1 Salinas 1 1 2 Milner 3 1 Number of Voters 13 10 7 10 6. 1. Who would win in a plurality election? 2. Who would win in a plurality election with a runoff between the top two finishers? 3. In a plurality election, could the six voters who ranked Milner first and Salinas second achieve a preferable outcome by voting strategically? 4. In a plurality election with a runoff between the top two candidates, could the six voters who ranked Milner first and Salinas second achieve a preferable outcome by voting strategically? 3. 1. 2) 3. 2. 2. 3. 3. 2.
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Chapter1: Combinatorial Analysis
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![ELECTION COUNT
Three candidates are running for president of a service organization. The
preference ranking of the voters are as follows.
Rosenthal
1
1
Salinas
3
1
1
Milner
3
1
1
Number of Voters
13
10
7
10
6.
1. Who would win in a plurality election?
2. Who would win in a plurality election with a runoff between the top two finishers?
3. In a plurality election, could the six voters who ranked Milner first and Salinas second
achieve a preferable outcome by voting strategically?
4. In a plurality election with a runoff between the top two candidates, could the six voters
who ranked Milner first and Salinas second achieve a preferable outcome by voting
strategically?
3.
2.
2.
3.
3.
2)
2.
2.
3.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F52112474-ef8e-4ba6-b2a1-c824c7729bfb%2Ff25c1560-5621-481c-afc8-75d02397ad11%2F4cbfn08_processed.jpeg&w=3840&q=75)
Transcribed Image Text:ELECTION COUNT
Three candidates are running for president of a service organization. The
preference ranking of the voters are as follows.
Rosenthal
1
1
Salinas
3
1
1
Milner
3
1
1
Number of Voters
13
10
7
10
6.
1. Who would win in a plurality election?
2. Who would win in a plurality election with a runoff between the top two finishers?
3. In a plurality election, could the six voters who ranked Milner first and Salinas second
achieve a preferable outcome by voting strategically?
4. In a plurality election with a runoff between the top two candidates, could the six voters
who ranked Milner first and Salinas second achieve a preferable outcome by voting
strategically?
3.
2.
2.
3.
3.
2)
2.
2.
3.
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