1) Suppose that tree heights in a forest are uniformly distributed from 9 to 40 feet. Round answers to one decimal if needed. a. What is the 14th percentile for tree heights? b. What percentile is a tree 24 feet tall? c. What is the cutoff (in feet) for the tallest 14% of trees? d. Out of a random sample of 38 trees, how many would you expect to be more than 24 feet tall?

2) Suppose that wait times at a doctor's office are uniformly distributed from 9 to 42 minutes. Round answers to one decimal if needed. a. What is the expected wait time in minutes? b. What percent of patients wait less than 33 minutes? c. What is the cutoff (in minutes) for the longest 9% of wait times? d. Out of a random sample of 31 patients, how many would you expect to wait more than 33 minutes?