1. Students at a college were asked to rank three improvements they would like to see at their college. The choices were build a new gymnasium (G), build a swimming pool (S), or build a baseball / football field (B). The votes were summarized in the preference table. Number of votes 83 56 42 27 1st choice G B 2nd choice S B 3rd choice B G

1. Students at a college were asked to rank three improvements they would like to see at their college. The choices were build a new gymnasium (G), build a swimming pool (S), or build a baseball / football field (B). The votes were summarized in the preference table. Number of votes 83 56 42 27 1st choice G B 2nd choice S B 3rd choice B G

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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Consider a fictitious country Makria with four states Urbinulla, Konta, Cyclos, and Pantou. The population of each state is given in the table below. If the new constitution of country Makria calls for 28 representatives to be chosen from the four states, what are the number of representative for each state if we use Adams Method?(Hint: Use Dm = 1200 ). Makria Country State Роpulation Urbinulla 12,521 Konta 3, 879 Cyklos 8, 764 Pantou 4, 836 A Urbinulla: 11 Konta: 3 Cyklos: 8 Pantou: 4 В Urbinulla: 12 Konta: 4 Cyklos: 8 Pantou: 4 Urbinulla: 12 Konta: 3 Cyklos: 9 Pantou: 4 Urbinulla: 11 Konta: 4 Cyklos: 8 Pantou: 5
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Please do not give solution in image format thanku Consider the weighted voting system [q: 1, 4, 9, 8]. What is the value of the quota if at least two-thirds of the votes are required to pass a motion?
Please solve fast Use the following preference schedule to show that the Plurality method violates the Condorcet criterion.
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Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.
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This is the entire problem using the Hamilton voting method.
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