A survey asked 816 college freshmen whether they had been to a movie or eaten in a restaurant during the past week. The following information was obtained: 395 freshmen had been to neither a movie nor a restaurant, and 263 had been to a movie. If 86 of those who had been to a movie had not been to a restaurant, how many of the surveyed freshmen had been to the following?(a) both a movie and a restaurant(b) a movie or a restaurant(c) a restaurant(d) a restaurant but not a movie

In a survey, 676 adults were asked what television programs they had recently watched. The following information was obtained: 228 adults watched neither the Big Game nor the New Movie, and 287 watched the New Movie. If 181 of those who watched the New Movie did not watch the Big Game, how many of the surveyed adults watched the following?(a) both programs(b) at least one program(c) the Big Game(d) the Big Game but not the New Movie

16)In a survey of 400 students in a school, 100 were listed as taking apple juice, 150 as taking orange juice and 75 were listed as taking both apple as well as orange juice. Find how many students were taking neither apple juice nor orange juice.  125 25 325 225

Each of 8 students reported the number of movies they saw in the past year. This is what they reported.13, 9, 4, 14, 10, 10, 17, 8Find the median and mean number of movies that the students saw.If necessary, round your answers to the nearest tenth.

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?