Suppose a six-member committee needs to select a chair from among three candidates named Li, Condie, and Kargbo. Their preference rankings are as follows: Number of Voters 1 1 2 2 Li 1 1 2 3 Condie 2 3 1 2 Kargbo 3 2 3 1 Who is the winner using Borda’s method? A) Li B) Condie C) Kargbo D) none of these

Suppose a six-member committee needs to select a chair from among three candidates named Li, Condie, and Kargbo. Their preference rankings are as follows: Number of Voters 1 1 2 2 Li 1 1 2 3 Condie 2 3 1 2 Kargbo 3 2 3 1 Who is the winner using Borda’s method? A) Li B) Condie C) Kargbo D) none of these

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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Refer to the following preference schedule to answer parts (a) – (i). a. How many votes were cast? _________ b. How many votes are needed to receive a majority? ________ c. Find the plurality winner: _________Show work to support the selection process. d. Did the plurality winner also receive a majority? _________. e. Find the winner by a single runoff of the top two candidates: ________Show work to support the selection process below. f. Find the winner by a sequential runoff: ________Show work to support the selection process. g. Find the winner by a Borda count: ________Show work to support the selection process. h. Find the winner, if any, by the method of pairwise comparisons: ________Show work to support the selection process i. From the results of (a)-(h) is there a clear winner? Explain.
For the weighted voting system [12: 8,6,5,3]: a. List all coalitions; identify which are winning coalitions. b. Determine the critical players in each winning coalition. Determine the Banzhaf power distribution for the system. C.
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1. Number of voters 11 9 14 1st choice B A C 2nd choice C B B 3rd choice A C A Find the winner of this election under the plurality method.Winner = 2. Number of voters 7 7 6 5 7 10 1st choice B B D C C A 2nd choice A C A B D C 3rd choice D A B D B D 4th choice C D C A A B Find the winner of this election under the plurality method.Winner = 3. Number of voters 4 13 14 1st choice B C A 2nd choice C B B 3rd choice A A C Find the Condorcet Candidate, if there is one. If there is not a Condorcet Candidate, enter noneCondorcet Candidate = 4. Number of voters 13 14 18 9 1st choice D B A C 2nd choice B C D D 3rd choice C A B A 4th choice A D C B Find number of points Candidate D receives under Pairwise Comparison (Copeland's Method)Points = Find the winner of this election under Pairwise Comparison (Copeland's Method)Winner = 5. Number of voters 21 15 17 14 22 31 1st choice C D A C A B 2nd choice B A D…
Using Webster's Method, if the modified quota is 50,100 and the population for State J is 1, 646,000, then the exact number of seats to be apportioned for State J is Group of answer choices 33 34 31 32
1. Thirteen members of a dinner committee want to decide what kind of background music will be played during a meal. Their choices are easy listening, jazz, classical, and new age. Following are their preference rankings: Number of Voters Easy Listening 1 3 1 2 2 2 1 1 1 1 1 2 2 3 4 4 Jazz 3 3 1 1 3 Classical 3 2 4 4 1 1 2 New age 4 4 4 3 3 4 1 A) What option would win using the plurality method? (Show vote totals) B) top two finishers? (Show vote totals) What option would win using the plurality method with a runoff between the C) counts. (You should say if you are using Easy Borda method). Which candidate would win using the Borda method? Show the Borda
i need c for number 6
4. Consider the weighted voting system [14: 14, 10, 2, 1]. a. What is the quota? b. How many players are there? c. Identify any dictators. d. Identify any players with veto power. e. Identify any dummy player.