You are an admissions counselor for Harvard, and are helping students determine whether to use their SAT or ACT scores. They can submit whichever score is higher. SAT and ACT scores are both normally distributed, where:

SAT mean = 1023 and standard deviation = 194

ACT mean = 20.8 and standard deviation = 4.8

(1) The admissions counselor wants to know what percentage of students scores within 1, 2. and 3 standard deviations of the mean. Draw and label these areas. How would you interpret it? Interpret it using the empirical rule

SAT------

ACT--------