Question 1-7 Catie, Barbara, and Anastasia have all tied in first place for their high school's Mathletics competition, for which the prize is a SIOO gift card. Since they have all proven their abilities in mathematics, the judge has decided to let them each propose how the winner should be chosen fairly. Catie wants to flip a coin two times to decide who will get the $100 gift card If two heads appear, then Anastasia keeps the SIOO gift card. If two tails appear, then Barbara keeps the SIOO gift card. And if one head and one tail appear (in either order), then Catie Will keep the SIOO gift card. Barbara wants to write each of their names 10 times on torn pieces of paper and put all 30 pieces in a hat She will give the hat a good shake, and then Barbara will choose one piece of paper from the hat to determine who gets the $100 gift card. Anastasia wants to roll a fair six-sided die to decide who will keep the $100 gift card Ifa 1 or 2 appears, Anastasia will keep the $100 gift card If a 3 or 4 appears, Barbara will keep the $100 gift card. Ifa 5 or 6 appears, then Catie keeps the $100 gift card Whose proposal is fair? Select all that apply Catie The competition judge Barbara