Question

Let the random variable x be the number of Kellogg's cereals with a certain amount of...

Let the random variable x be the number of Kellogg's cereals with a certain amount of protein. Construct the discrete probability distribution of x. (Note: Display probability distribution as a table.) Calculate the mean and standard deviation for the probability distribution of x. Interpret the values of the mean and standard deviation in context of the Kellogg’s cereal data. Show your work or calculator syntax.

Kellogs cereal data listed in table

Cereal Calories (g) Total Fat (g) Cholersterol (mg) Sodium (mg) Potassium (mg) Total Carbohydrate (g)
All-Bran 80 1 0 80 350 23
All-Bran Buds 80 1 0 210 300 24
All-Bran Complete 90 0.5 0 210 150 24
Apple Jacks 110 1 0 150 45 25
Apple Jacks with Marshmallows 110 1 0 125 35 26
Cinnabon 120 2 0 115 45 25
Cinnamon Frosted Flakes 110 0 0 150 30 26
Cocoa Krispies 120 1 0 120 55 27
Corn Flakes 100 0 0 200 45 24
Corn Pops 120 0 0 105 30 27
Cracklin Oat Bran 200 7 0 135 200 34
Crispix 110 0 0 190 20 25
Despicable Me 3 120 1 0 150 55 27
Disney Princess 120 1 0 150 55 27
Froot Loops 110 1 0 150 45 25
Froot Loops Bloopers 110 1 0 150 40 25
Froot Loops with Marshmallows 110 1 0 115 35 26
Frosted Flakes 110 0 0 150 35 26
Frosted Flakes Choco Zucaritas 120 1 0 160 55 26
Frosted Flakes Chocolate with Marshmallows 120 1 0 140 50 26
Frosted Flakes with Marshmallows 110 0 0 135 30 26
Frosted Krispies 150 0 0 130 20 27
Frosted Mini-Wheats 190 1 0 0 200 46
Frosted Mini-Wheats Blueberry 190 1 0 0 190 47
Frosted Mini-Wheats Little Bites 200 1 0 0 210 27
Frosted Mini-Wheats Little Bites Chocolate 200 2 0 210 270 46
Frosted Mini-Wheats Maple Brown Sugar 190 1 0 0 190 47
Frosted Mini-Wheats Strawberry 190 1 0 0 190 47
Frosted Mini-Wheats Touch of Fruit in the Middle Raspberry 190 1 0 10 190 45
Honey Smacks 110 0.5 0 40 50 25
Keebler 130 3.5 0 140 50 24
Krave Chocolate 130 3.5 0 95 75 24
Krave Double Chocolate 120 3.5 0 95 95 23
Mini-Wheats Unfrosted 190 1 0 0 250 45
Mueslix 200 3 0 130 180 41
Raisin Bran 190 1 0 210 390 46
Raisin Bran Crunch 190 1 0 200 210 45
Raisin Bran Crunch Apple Strawberry 180 1 0 190 190 42
Raisin Bran with Cranberries 200 1 0 210 210 50
Raisin Bran with Flaxseeds 180 1.5 0 190 140 44
Rice Krispies 130 0 0 160 30 29
Rice Krispies Treats 120 1 0 170 15 26
Smart Start 190 1 0 200 90 43
Smorz 120 2 0 135 40 25
Special K 120 0.5 0 210 15 23
Special K Apple Cinnamon Crunch 120 1.5 0 200 70 27
Special K Blueberry with Lemon Clusters 120 1 0 160 75 27
Special K Chocolate Almond 110 1.5 0 150 85 23
Special K Chocolately Delight 120 2 0 180 80 25
Special K Fruit and Yogurt 120 1 0 140 70 27
Special K Multigrain Oats and Honey 100 0.5 0 140 70 25
Special K Nourish Apple Raspberry Almond 190 2.5 0 170 170 41
Special K Nourish Coconut Cranberry Almond 200 4 0 160 150 40
Special K Protein 120 1 0 190 125 19
Special K Protein Cinnamon Brown Sugar Crunch 110 1 0 190 60 22
Special K Pumpkin Spice Crunch 120 1.5 0 200 70 27
Special K Red Berries 110 0 0 190 70 27
Special K Vanilla Almond 110 1.5 0 170 80 25
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Answer #1
Calories (g) cumulative
lower upper midpoint width frequency percent      frequency percent
80 < 99.99 90 20 3   5.2   3   5.2  
100 < 119.99 110 20 16   27.6   19   32.8  
120 < 139.99 130 20 20   34.5   39   67.2  
140 < 159.99 150 20 1   1.7   40   69.0  
160 < 179.99 170 20 0   0.0   40   69.0  
180 < 199.99 190 20 12   20.7   52   89.7  
200 < 219.99 210 20 6   10.3   58   100.0  
58   100.0  
mean 138.45
sample standard deviation 38.01
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