Suppose Texas A&M University-Commerce has five scholarships available for the women's basketball team. The head coach provided the two assistant coaches with the names of 10 high school players with potential to play at the university. Each assistant coach attended three games and then ranked the 10 players with respect to potential. To explain, the first coach ranked Norma Tidwell as the best player among the 10 scouted and Jeannie Black the worst. Player Cora Jean Seiple. Bette Jones Jeannie Black Norma Tidwell Kathy Marchal Player Rank by Cann 1 2 3 4 Coach Jean Cann John 5 7 6 5 6 7 8 9 10 5 7 6 4 8 3 9 Rank, by Assistant 10 2 1 4 8 pictureClick here for the Excel Data File Complete the table. (Leave no cells blank - be certain to enter "0" wherever required. Negative amounts should be indicated by a minus sign.) Rank by Cannelli Cannelli 3 5 7 4 8 3 5 7 4 8 9 6 2 1 10 Player Candy Jenkins Rita Rosinski d Anita Lockes Brenda Towne Denise Ober Rank, by Assistant Coach Jean Cann John Cannelli 3 9 9 6 10 2 d-square 2 1 1 10

Eight passengers from the United States aboard an international flight compared their travel experiences. The table gives each passenger's name and the set of foreign countries he or she visited. Using the table, complete the following.   Choose a set that is equal to the set of countries that Yoko visited. (Choose one) Ryan: Mexico Uruguay, Uganda. Pablo: Thailand, Korea, Brazil, Colombia, Nigeria. Jina: Japan, India. Milan: Uruguay, Zambia, Colombia, Korea, Thailand. Hong: Mexico, Thailand, Uruguay. Boris: Mexico, Portugal. Mary: France, Uganda, Kenya, Vietnam   Choose a set that is equivalent, but not equal, to the set of countries that Boris visited. (Choose one) Ryan: Mexico Uruguay, Uganda. Pablo: Thailand, Korea, Brazil, Colombia, Nigeria. Jina: Japan, India. Milan: Uruguay, Zambia, Colombia, Korea, Thailand. Hong: Mexico, Thailand, Uruguay. Mary: France, Uganda, Kenya, Vietnam   Find two passengers whose sets of countries visited are neither equal nor equivalent. Choose…

Mrs. Jen and Miss Berry, two 4th grade teachers, didn’t want to be outdone by Raskin and Bobbins, so they challenged them to fill in the remaining data below about their 4th grade classes and their students’ ice cream preferences.  See if you can fill in all of the missing pieces in the diagrams below.  For these students as well, they had to choose one topping, but could not choose both.

A local radio station took a poll of 90 of its listeners to find out whether they like to watch Mariners games, Seahawks games, or Sounders games. They found that 36 like Mariners games, 59 like Seahawks games, 48 like Sounders games, 25 like Mariners games and Seahawks games, 17 like Mariners games and Sounders games, 29 like Seahawks games and Sounders games, and 11 like all three.   How many of the people who took the poll only like Sounders games? How many people like Mariners games and Seahawks games but not Sounders games? How many people don't like any of the three types of games?