# Question

The following table gives the color counts for a sample of 30 bags (47.9-gram size) of M&M’s.

Before the Global Color Vote (GCV) of 2002, the target percentage for each color in the six-color mix was as follows: brown, 30%; red and yellow, 20%; blue, green, and orange, 10%.

a. Does case 1 show that bag 1 has a significantly different distribution of colors than the target distribution? Use a = 0.05

b. Combine cases 1 and 2. Does the total of bags 1 and 2 show a significantly different distribution of colors than the target distribution?

c. Combine the results of all 30 bags. Does the total of all 30 bags show a significantly different distribution of colors than the target distribution?

d. Discuss the findings of parts a–c.

Before the Global Color Vote (GCV) of 2002, the target percentage for each color in the six-color mix was as follows: brown, 30%; red and yellow, 20%; blue, green, and orange, 10%.

a. Does case 1 show that bag 1 has a significantly different distribution of colors than the target distribution? Use a = 0.05

b. Combine cases 1 and 2. Does the total of bags 1 and 2 show a significantly different distribution of colors than the target distribution?

c. Combine the results of all 30 bags. Does the total of all 30 bags show a significantly different distribution of colors than the target distribution?

d. Discuss the findings of parts a–c.

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