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SKITTLES RAW DATA (you may need to add some rows) BAG # GREEN ORANGE PURPLE 1 (yours) RED 10 YELLOW 10 14 TOTAL 2 11

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SKITTLES RAW DATA (you may need to add some rows) BAG # GREEN ORANGE PURPLE 1 (yours) RED 10 YELLOW 10 14 TOTAL 2 11 12 57! 12 7 10 14 13 15 58 Aw 12 6 11 17 59 12 10 8 5 11 16 g 16 57 10 6 12 10 16 57 6 17 13 6 11 58 11 8 11 13 12 11 56 8 9 9 13 14 16 10 57 10 11 13 12 15 15 62 11 13 3 8 13 10 14 59 12 13 14 12 59 12 13 12 7 14 8 0 15 57 14 15 6 13 54 6 14 15 19 8 18 5 60 16 16 12 8 59 13 8 17 10 16 13 10 11 9 57 14 18 14 61 11 9 13 19 15 10 11 58 12 11 20 8 14 10 52 11 16 21 10 3 11 12 11 59 22 8 10 13 9 52 10 23 14 15 13 59 9 24 12 13 7 8 56 11 9 25 13 13 54 13 12 26 12 11 9 16 58 13 6 27 15 16 11 61 13 6 28 15 11 61 16 10 10 29 12 10 9 7 58 23 9 30 11 59 10 11 10 12 9 52PART I 1 1-3 I: For all parts. you will retype the questions {or download) so you can type in you responses andfor leave space for pictures. 1. List one categorical variable and one numerical variable. Describe the data for both variables. 2. Create a frequency table and draw a bar graph illustrating the colors in the bags. 3. Create a frequency table and draw a histogram illustrating the number of Skittles in each bag. Discuss the shape of the distribution. 4. Using the raw data, draw two box-plots comparing the number of red and number of green Skittles in each bag

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