Bill stood outside the mall and asked every fourth person to enter the mall for their favorite sport. There were four choices: football, baseball, basketball, and other. Bill surveyed a total of 54 people. Of those surveyed, 14 said football is their favorite, 13 said baseball is their favorite, 12 said basketball is their favorite, and 15 said other.Identify the sample in the situation above. A. everyone who likes football B. every fourth person entering the mall C. everyone entering the mall D. everyone who likes basketball

A random sample of people were surveyed on their favorite sport, as shown in the table below sorted by the respondent’s age.Favorite SportAge Basketball Football Soccer Baseball Other/Hate Sports Totalunder 21 9 8 9 8 5 3921-34 5 5 6 6 7 2935-54 8 10 5 5 10 3855 and older 9 6 8 5 8 36Total 31 29 28 24 30 142What percent of the people between the ages of 21 and 34 prefer soccer? Round your answer to the nearest whole number percent.

A survey of favorite recreational sports played by university students had the results shown in the table. What is the probability that a person chosen at random from the survey responds with volleyball as a favorite sport? Round your answer to three decimal places.Favorite Sport CountFutbol/Soccer 315Cricket 225Field Hockey 180Tennis 90Volleyball 82Table Tennis 78Group of answer choices0.325Not enough information to calculate.11.8290.085

A school newspaper took a survey of 100 students. The results of the survey showed that 43 students are fans of the Buffalo Bills, 27 students are fans of the New York Jets, and 48 students do not like either team. How many of the students surveyed are fans of both the Buffalo Bills and the New York Jets?16225270

A group of 75 students was surveyed about their preferred summer vacation activities. Out of these 75 students, 27 preferred swimming, 35 preferred boxing, and 28 preferred football. 10 of these students preferred exactly 2 out of the three activities. 5 students did not prefer any of these three activities meaning they could prefer to choose any, or all, or none at any point in time. What was the maximum number of students that preferred exactly one of these three activities?

In a recent survey, a sample of 1033 adults named their favorite sports team. They were also asked, “How important is being a fan of this team in your life?”10 people said that being a fan was “the most important thing” in their life, 145 people said that being a fan was “very important,” 434 people said that being a fan was “somewhat important,” 320 people said that being a fan was “not too important,” and 124 people said that being a fan was “not at all important” in their life.Which of the following columns (A, B, C, D, or E) correctly shows the responses to this question as a probability model? (A)  (B)  (C)  (D)  (E)The most important thing 14% 1% 1% 14% 1%Very important 42% 14% 14% 42% 33%Somewhat important 31% 42% 42% 31% 42%Not too important 12% 8% 31% 3% 12%Not at all important 1% 2% 12% 5% 31%Group of answer choicesColumn AColumn BColumn CColumn DColumn E