2. Janice polled her friends on social media and asked them to rate four flavors of ice cream (C= (1 point)
chocolate, V = vanilla, S = strawberry, P=pistachio). The preference schedule created from
their replies is shown. In order to be the majority winner, how many votes would an ice cream
need to accumulate?
number of votes 3 5 7 9
1st
2nd
3rd
4th
SSCV
CVVC
VPSS
PCPP
O An ice cream would need more than 12 votes from anywhere in the preference schedule.
O An ice cream would need 12 votes from anywhere in the preference schedule.
O An ice cream would need more than 12 votes from the first-place line in the preference schedule.
O An ice cream would need 12 votes from the first-place line in the preference schedule.