Assume that you have recently purchased a season pass for yourfavorite football team just like you have been doing for the last 5years. Suppose that the number of times you expect to go to thegames in a season is normally distributed with a mean of 10 gamesand a standard deviation of 2.4 games. a. What is the probabilitythat you will attend to at least 15 games this season? b. What isthe probability that the average number of games you go will be atmost 8 in 5 seasons? c. Assume that you think it is worth the moneythat you paid for the season ticket if you do not miss more than 5%of the games. What is the minimum number of games you need toattend so that you would think the money you paid is worthy?
