The
preference schedule below represents an election among
George (G), Holly (H), James (J), and Inez (I). How many rounds will it take to determine a winner using the Method of Plurality with Elimination? answer |
# of Voters |
|||
Place |
13 | 12 | 10 |
1st | G | I | J |
2nd | H | H | G |
3rd | J | J | H |
4th | I | G | I |
Using the Method of Plurality with Elimination, which candidate is eliminated in the first round? answer Since Round 1 eliminated a candidate, Round 2 begins with the 3 remaining candidates. IMPORTANT POINT!! Write out the preference schedule for Round 2 (the round with the 3 candidates left after Round 1). answer Which candidate is eliminated in the second round? answer Write out the preference schedule for Round 3 (the round with the 2 candidates left after Round 2). answer Which candidate is eliminated in the third (and final) round? answer Who wins the election using the Method of Plurality with Elimination? answer |