estion Completion Status: A retail store would like to hire three new sales reps. A hiring committee made up of 8 current employees reviews the candidates who applied for the position and rank the candidates (named U, V, W, X, Y, and Z) as indicated below. Carlos Frieda Eiichiro Alice Gigi Committee Member 1st Choice 2nd Choice 3rd Choice W Y Z 4th Choice 5th Choice 6th Choice X V U Bhanvi Y W X NC V Y Z W > DNX W Y V U Y W U X V Who should the hiring committee select? Justify your answer by including the following information: o Which of the voting methods discussed in this chapter do you think the committee should use? o Why did you choose that method? o Show your work of using your chosen method to determine the three candidates the retail store will hire. Z X Y W Haakim gorily looking
estion Completion Status: A retail store would like to hire three new sales reps. A hiring committee made up of 8 current employees reviews the candidates who applied for the position and rank the candidates (named U, V, W, X, Y, and Z) as indicated below. Carlos Frieda Eiichiro Alice Gigi Committee Member 1st Choice 2nd Choice 3rd Choice W Y Z 4th Choice 5th Choice 6th Choice X V U Bhanvi Y W X NC V Y Z W > DNX W Y V U Y W U X V Who should the hiring committee select? Justify your answer by including the following information: o Which of the voting methods discussed in this chapter do you think the committee should use? o Why did you choose that method? o Show your work of using your chosen method to determine the three candidates the retail store will hire. Z X Y W Haakim gorily looking
Chapter9: Sequences, Probability And Counting Theory
Section: Chapter Questions
Problem 18PT: To allocate annual bonuses, a manager must choose his top four employees and rank them first to...
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Transcribed Image Text:uestion Completion Status:
A retail store would like to hire three new sales reps. A hiring committee made up of 8 current employees reviews the 6
candidates who applied for the position and rank the candidates (named U, V, W, X, Y, and Z) as indicated below.
Haakim
Doris
Eiichiro
Frieda
Gigi
Alice
Bhanvi
Carlos
Committee
Member
W
Y
W
Y
Y
Y.
W
1st Choice
Y
2nd Choice
Y
W
W
W
V
U
Y
W
3rd Choice
4th Choice
W
V
V
Y
5th Choice
V
V
V
6th Choice
Who should the hiring committee select? Justify your answer by including the following information:
o Which of the voting methods discussed in this chapter do you think the committee should use?
o Why did you choose that method?
o Show your work of using your chosen method to determine the three candidates the retail store will hire.
Please note that there are multiple correct answers and methods for this problem. In particular, I'm not necessarily looking
for any one specific voting method to be used here, so don't think about this problem as “looking for the one perfect right
answer." Instead, think about the methods that have been discussed and determine which one you think will be most helpful
in selecting three candidates for the position, and why you think that method will work best. Then explain your thought
process with your answer.
Also notice that some members of the hiring committee did not include some of the candidates in their rankings. This is
similar to the "Try it Now" problems scattered throughout this chapter of the textbook. In each “Try it Now" problem it tells you
how to account for missing rankings under each method. Once you have decided on the method you want to use, find the
Try it Now problem that uses that method for guidance on how to use the missing rankings.
For the toolbar, press ALT+F10 (PC) or ALT+FN+F10 (Mac).
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