Suppose that three candidates—Woodward, Seiple, and Porter—are running in an election that will be decided by the plurality method with a runoff between the top two finishers if none of the candidates receives a majority of the votes. The results of the first ballot (plurality) are given next. Woodward 2315 Seiple 1885 Porter 800 In a runoff election between Woodward and Seiple, what is the smallest percentage of Porter supporters that would need to vote for Seiple in order for Seiple to win the election
Suppose that three candidates—Woodward, Seiple, and Porter—are running in an election that will be decided by the plurality method with a runoff between the top two finishers if none of the candidates receives a majority of the votes. The results of the first ballot (plurality) are given next. Woodward 2315 Seiple 1885 Porter 800 In a runoff election between Woodward and Seiple, what is the smallest percentage of Porter supporters that would need to vote for Seiple in order for Seiple to win the election
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 three candidates—Woodward, Seiple, and Porter—are running in an election that will be decided by the plurality method with a runoff between the top two finishers if none of the candidates receives a majority of the votes. The results of the first ballot (plurality) are given next.
Woodward 2315
Seiple 1885
Porter 800
In a runoff election between Woodward and Seiple, what is the smallest percentage of Porter supporters that would need to vote for Seiple in order for Seiple to win the election?
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