1. Body temperature of AUM people are normally distributed with a mean of 97 degrees Fahrenheit and a standard deviation 1 degrees Fahrenheit. (A) Find the percentage of people who have mild fever with higher than 99 degrees Fahrenheit. (B) Find the percentage of people who have temperature between 96 degrees Fahrenheit and 99 degrees Fahrenheit. (C) 5% of AUM students are given a cold medicine package. What is the minimum temperature that one can receive the package? 2. Body temperature of AUM people are NORMALLY DISTRIBUTED with a mean of 97 degrees Fahrenheit and a standard deviation 2 degrees Fahrenheit. (A) Find the probability that 1 randomly selected person has a mild fever with higher than 99 degrees Fahrenheit. (B) Find the probability that a sample of 25 randomly selected people has a mean body temperature greater than 99 degrees Fahrenheit. 3. We consider body temperature data of AUM with a mean of 97 degrees Fahrenheit and s standard deviation 2 degrees Fahrenheit. (A) Find the probability that 1 randomly selected person has a mild fever with higher than 99 degrees Fahrenheit. (B) Find the probability that a sample of 25 randomly selected people has a mean body temperature greater than 99 degrees Fahrenheit. (C) Find the probability that a sample of 36 randomly selected people has a mean body temperature greater than 99 degrees Fahrenheit