BAG # SKITTLES RAW DATA (you may need to add some rows) GREEN ORANGE PURPLE 1 (yours) 10 RED 10 YELLOW 14 TOTAL 2 11 12 7 12 57! 10 14 13 15 58 12 4 6 12 11 17 59 10 5 8 11 16 9 16 10 57 6 16 12 10 6 57 7 17 13 6 11 11 58 8 11 13 12 11 8 56 9 13 14 16 10 57 10 11 13 15 15 12 62 11 13 3 8 10 14 13 59 12 12 13 14 59 12 13 12 7 8 14 10 57 14 15 15 13 6 6 54 14 15 19 8 18 5 16 60 16 12 13 8 59 17 10 16 13 10 11 9 14 57 18 14 11 61 9 19 13 15 11 10 12 58 20 11 14 8 11 10 52 16 21 10 11 B 12 11 59 22 8 13 10 9 52 23 10 15 13 14 9 59 24 12 11 13 7 8 56 25 9 13 13 13 54 26 12 12 11 9 16 13 58 27 6 16 15 11 61 13 6 28 15 16 11 61 10 29 10 9 12 10 7 23 58 9 30 11 11 59 10 10 12 9 525. Find the mean and standard deviation for each color and for the number of Skittles in each bag. Are these calculations statistics or parameters? Explain. 6. Find the z-score for the number of Skittles in your bag. What does the z-score tell you about your bag of Skittles? 1 Assume you selectone Skittle from the sample of Skittles from class. a. What is the probability the Skittle is red? b. Find \"GREEN 0R YELLOW). c. Find HGREN | NOT YELLOW). 8. Assume 12 Skittles are drawn 'om the class sample (without replacement). a. Find the probability that all 12 are purple. b. Find the probability that at least one is not purple. c. Find the probability that 4 are green. 5 are red. and 3 are orange