15. Below are listed all possible sequential coalitions for four players, for the weighted voting system (10: 6, 5, 4, 2]. Many of the pivotal players have already been identified by highlighting. Use the drop down menu to identify the pivotal player in each remaining coalition. kP, P2. P3 P2 : Pa P1 : kP2, P, Pa Pa> P1 P2 : Pa> kP2, Pa P. P> P4 kP2, Pa, P. P3> P1 P2> P2 P P P> P> b. Find the Shapley-Shubic power distribution for the weighted voting system. Enter your answers as a percentage to two decimal places (ex. 50.00) 25.00 02 30.00 25.00 20.00
15. Below are listed all possible sequential coalitions for four players, for the weighted voting system (10: 6, 5, 4, 2]. Many of the pivotal players have already been identified by highlighting. Use the drop down menu to identify the pivotal player in each remaining coalition. kP, P2. P3 P2 : Pa P1 : kP2, P, Pa Pa> P1 P2 : Pa> kP2, Pa P. P> P4 kP2, Pa, P. P3> P1 P2> P2 P P P> P> b. Find the Shapley-Shubic power distribution for the weighted voting system. Enter your answers as a percentage to two decimal places (ex. 50.00) 25.00 02 30.00 25.00 20.00
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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![15. Below are listed all possible sequential coalitions for four players, for the weighted voting system [10: 6, 5, 4, 2]. Many of the pivotal players have already been identified by highlighting. Use the drop down menu to identify the pivotal player in each remaining coalition.
kP2, P1, P3,
P4>
<P1, P2, P3,
|<P3, P1, P2,
P4>
<P4, P1, P2,
P3>
P1 +
P2 +
P4>
<P1, P2, P4,
P3>
kP2, P1, P4,
P3>
|<P3, P1, P4,
P2>
<P4, P1, P3,
P2>
P1 :
P2 +
<P1, P3, P2,
P4>
<P2, P3, P1,
P4>
<P3, P2, P1,
Pa>
<P4, P2, P3,
P1>
P1 +
P3 +
kP2, P3,
P4, P1>
<P4.
P2, P1. P3>
<P1, P3, P4,
<P3, P2, P4.
P1>
P4 +
P3 + P2>
<P1, P4, P2,
<P4, P3, P1,
P2>
kP2, P4, P1,
<P3, P4, P1,
P2>
P1 +
P2 + P3>
P3>
<P1, P4, P3,
kP2, P4, P3,
P1>
<P3, P4, P2,
P1>
|<P4, P3, P2,
P,>
P3 +
P3 + P2>
b. Find the Shapley-Shubic power distribution for the weighted voting system. Enter your answers as a percentage to two decimal places (ex. 50.00)
01
25.00
02
30.00
03
25.00
04
20.00](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1c391162-9195-45f3-90d3-bf22c5f933af%2Fa8af37b0-36c7-4173-aef3-b247597ec915%2Fv9ump49_processed.png&w=3840&q=75)
Transcribed Image Text:15. Below are listed all possible sequential coalitions for four players, for the weighted voting system [10: 6, 5, 4, 2]. Many of the pivotal players have already been identified by highlighting. Use the drop down menu to identify the pivotal player in each remaining coalition.
kP2, P1, P3,
P4>
<P1, P2, P3,
|<P3, P1, P2,
P4>
<P4, P1, P2,
P3>
P1 +
P2 +
P4>
<P1, P2, P4,
P3>
kP2, P1, P4,
P3>
|<P3, P1, P4,
P2>
<P4, P1, P3,
P2>
P1 :
P2 +
<P1, P3, P2,
P4>
<P2, P3, P1,
P4>
<P3, P2, P1,
Pa>
<P4, P2, P3,
P1>
P1 +
P3 +
kP2, P3,
P4, P1>
<P4.
P2, P1. P3>
<P1, P3, P4,
<P3, P2, P4.
P1>
P4 +
P3 + P2>
<P1, P4, P2,
<P4, P3, P1,
P2>
kP2, P4, P1,
<P3, P4, P1,
P2>
P1 +
P2 + P3>
P3>
<P1, P4, P3,
kP2, P4, P3,
P1>
<P3, P4, P2,
P1>
|<P4, P3, P2,
P,>
P3 +
P3 + P2>
b. Find the Shapley-Shubic power distribution for the weighted voting system. Enter your answers as a percentage to two decimal places (ex. 50.00)
01
25.00
02
30.00
03
25.00
04
20.00
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