A recent survey found that of workers bring their own lunch to work at least three days a week. You randomly choose 5 workers and ask each one if they bring their own lunch at least three days a week. Let the random variable represent the number of workers who do this. Create a binomial distribution and a corresponding histogram to answer the following: i. What is the histogram’s shape? ii. Which value(s) of would be considered unusual? iii. Why are these value(s) considered unusual?
