Consider the following preference schedule for an election. a. Find the winner using the points method. b. A second election is held and candidate B drops out but voters do not change their preferences. Redraw the preference schedule with candidate B removed. c. Find the winner of the preference schedule from (b) using the points method.
Consider the following preference schedule for an election. a. Find the winner using the points method. b. A second election is held and candidate B drops out but voters do not change their preferences. Redraw the preference schedule with candidate B removed. c. Find the winner of the preference schedule from (b) using the points method.
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 the following preference schedule for an election.
a. Find the winner using the points method.
b. A second election is held and candidate B drops out but voters do not change their preferences. Redraw the preference schedule with candidate B removed.
c. Find the winner of the preference schedule from (b) using the points method.
d. Is Fairness Criterion 4 satisfied with this election? Why or why not?
Attached is the table to the resolution. Thank you. Please watch grammar, do not leave words out and clean formatting. PLEASE MAKE SURE IT IS READABLE.
Please put the resolutions in A-D. I appreciate it.
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