To find the number of unique ballot results, we need to consider the different ways people can rank the candidates. In this preference schedule, the candidates are labeled A, B, and C.
Looking at the given rankings:
1st: ACDBC
2nd: BBBCC
3rd: CDBCB
4th: AABCD
5th: AAABD
We can see that there are a total of 5 unique ballot results from the given preferences.
Transcribed image text:
This table shows a preference schedule. Which of the following shows the number of unique ballot results? number of votes 14 10 8 4 1st ACDBC 2nd в | в с 3rd CDBCB DAA 4th AA 04 5 10 14
1 answer
1 answer