Step 2 Next, use your raw data to fill in the rest of the table to show me that you can correctly calculate the standard deviation. Basically, I'll use the numbers you provide to calculate the standard deviation myself, and then check that you got the same answer as me (to two decimal places). If you do, you get four marks! If you don't, I'll check to see whether you at least calculated some of the other numbers correctly and allocate partial marks accordingly. PS Assume that your sample of nine is the entire population of interest. Oh, and please also provide all values (except your original raw data) to two decimal places. Raw data Squared Sum of Variance Standard (your ID) DeV|at|on deV|at|on Sq uares deV|at|on -21111111 19700 223 21111111 _ AN 288888889 | 5 0.88888889 2 -2.1111111 288888880 | | 2 -2.1111111 7 2.88888889 Step 3 You are asked by your research supervisor to remove all scores that are outliers. According to your supervisor, outliers are values less than or greater than 1.5 standard deviations from the mean. State the cut-offs you would use to two decimal places: Lower cut-off= : Uppercutoff= [ | IDdigit#1: | 2 | ID digit #2: D digit #3: D digit #4: ID digit #5: D digit #6: D digit #7: D digit #8: D digit #9