Directions: On a 2018 calendar, each subject in an SRS of size 100 recorded when they went out on the town to see a theatre movie. At the end of the year, each subject counted the total number of months In which he or she went out to see a movie. The data value 0 means the subject never went to see a theatre movie. On the other end of the spectrum, the data value 12 means the subject saw at least one movie in each of 2018's twelve months. The results of this study are shown in the frequency table below. Fill In the blanks (17 points). X (# of months) 3 4 6 7 8 9 10 11 12 3 12 5 6 9 18 20 15 10 6 4 0 12 (Frequency) Cumulative 3 5 10 16 25 43 63 78 1 88 194 98 98 100 Frequency Positions X89 to X94 X9g & X100 X95 to X98 X64 to X78 X79 to X88 X6 to X10 Xil to X16 X17 to X25 X44 to X63 X26 to X43 X4 & Xs XI to X3 Given _(xf ) =579 and _(x2f)= 3939, compute the standard deviation of this dataset (4 points): = standard deviation (2 pts each) = mean = median 91 = 23 Circle the best response to this question: Based on this dataset's shape, which measure of center is most 8) appropriate to report to the public (1point)? mean median midrange mode Interpret the @ column:_ _subjects saw a movie in exactly_ of the months in the year 2018, and subjects saw a movie in at most of the months in the year 2018 (1 point/blank)