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Using the following election preference table for candidates: A B, C, D, does any candidate win by a majority of the votes? If so, which candidate? Select the one true statement. Number of Votes 36 24 12 10 First Choice Second Choice Third Choice Fourth Choice A D C C D C O Yes, candidate A wins by a majority. O Ves, candidate C wins by majority. O Yes, candidate B wins by a majority. O No candidate wins the election by majority.

Using the following election preference table for candidates: A B, C, D, does any candidate win by a majority of the votes? If so, which candidate? Select the one true statement. Number of Votes 36 24 12 10 First Choice Second Choice Third Choice Fourth Choice A D C C D C O Yes, candidate A wins by a majority. O Ves, candidate C wins by majority. O Yes, candidate B wins by a majority. O No candidate wins the election by majority.

College Algebra
College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter8: Sequences, Series,and Probability
Section8.6: Counting Principles
Problem 74E: Lottery Powerball is a lottery game that is operated by the Multi-State Lottery Association and is...
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Using the following election preference table for candidates: A B, C, D, does any candidate win by a majority of the votes? If so, which candidate? Select the one true statement. Number of Votes First Choice Second Choice Third Choice Fourth Choice 36 24 12 10 C A C C O Yes, candidate A wins by a majority. O Yes, candidate C wins by majority. O Yes, candidate B wins by a majority. O No candidate wins the election by majority.
Transcribed Image Text:Using the following election preference table for candidates: A B, C, D, does any candidate win by a majority of the votes? If so, which candidate? Select the one true statement. Number of Votes First Choice Second Choice Third Choice Fourth Choice 36 24 12 10 C A C C O Yes, candidate A wins by a majority. O Yes, candidate C wins by majority. O Yes, candidate B wins by a majority. O No candidate wins the election by majority.
The New States Paradox occurs when O An Increase In the total number of Items to be apportioned results In the loss of an Item for a group. O A new state Joins the Unlted States O A different apportionment method glves the same apportionment results. O The addition of a new group changes the apportionment of other groups.
Transcribed Image Text:The New States Paradox occurs when O An Increase In the total number of Items to be apportioned results In the loss of an Item for a group. O A new state Joins the Unlted States O A different apportionment method glves the same apportionment results. O The addition of a new group changes the apportionment of other groups.
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