Suppose that we have an election between three candidates A, B, and C. Among the voters, 35% prefer C to A to B, 30% prefer B to C to A, 25% prefer A to B to C, 5% prefer A to C to B, 3% prefer B to A to C, and 2% prefer C to B to A. (a) Who wins each head-to-head contest, and by how much? (b) Is there a Condorcet winner? Why or why not? (c) Who wins using instant runoff voting?
Suppose that we have an election between three candidates A, B, and C. Among the voters, 35% prefer C to A to B, 30% prefer B to C to A, 25% prefer A to B to C, 5% prefer A to C to B, 3% prefer B to A to C, and 2% prefer C to B to A. (a) Who wins each head-to-head contest, and by how much? (b) Is there a Condorcet winner? Why or why not? (c) Who wins using instant runoff voting?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Suppose that we have an election between three candidates A, B, and C. Among the
voters, 35% prefer C to A to B, 30% prefer B to C to A, 25% prefer A to B to C, 5% prefer A to C to B,
3% prefer B to A to C, and 2% prefer C to B to A.
(a) Who wins each head-to-head contest, and by how much?
(b) Is there a Condorcet winner? Why or why not?
(c) Who wins using instant runoff voting?
(d) Who wins using the Shulze method?
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