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a) Using the Borda Count Method, how much points does each candidate get? Votes 35 32 28 1st Mark John Fran 2nd John Mark Mark 3rd Fran Fran John Fran gets 100 points Mark gets 140 points Mark gets 130 points Fran gets 103 points Mark gets 120 points Fran gets 106 points John gets 95 points John gets 97 points John gets 93 points b) Using the Plurality Method, who is the winner? c) Using the Majority rules, who is the winner? 25 Fran John Mark

a) Using the Borda Count Method, how much points does each candidate get? Votes 35 32 28 1st Mark John Fran 2nd John Mark Mark 3rd Fran Fran John Fran gets 100 points Mark gets 140 points Mark gets 130 points Fran gets 103 points Mark gets 120 points Fran gets 106 points John gets 95 points John gets 97 points John gets 93 points b) Using the Plurality Method, who is the winner? c) Using the Majority rules, who is the winner? 25 Fran John Mark

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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a) Using the Borda Count Method, how much points does each candidate get? Votes 35 32 28 1st Mark John Fran 2nd John Mark 3rd Fran Fran Fran gets 100 points Mark gets 140 points Mark gets 130 points Fran gets 103 points Mark gets 120 points Fran gets 106 points John gets 95 points John gets 97 points John gets 93 points b) Using the Plurality Method, who is the winner? c) Using the majority rules, who is the winner? Mark John 25 Fran John Mark
Transcribed Image Text:a) Using the Borda Count Method, how much points does each candidate get? Votes 35 32 28 1st Mark John Fran 2nd John Mark 3rd Fran Fran Fran gets 100 points Mark gets 140 points Mark gets 130 points Fran gets 103 points Mark gets 120 points Fran gets 106 points John gets 95 points John gets 97 points John gets 93 points b) Using the Plurality Method, who is the winner? c) Using the majority rules, who is the winner? Mark John 25 Fran John Mark
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