Question

According to Skittles.com, there is an equal amount of each color/flavor of Skittles produced. Therefore, the proportion of each color in your snack-size bag should be 0.20.

a) (1 point) What is your favorite color/flavor of Skittles? b) (1 point) How many Skittles were in your bag? (n=?)

f) (2 points) Is the proportion of your color of Skittles unusual? (Use z-scores)

a) What proportion of the sample of 400 is women?
b) What proportion of the sample of 400 would you expect to be women?
c) What would the standard deviation of the sampling distribution be?
d) How many women, on average, would you expect to find in a sample of this size?

a) (1 point) What is the standard deviation of the sampling distribution of the proportion?

c) (1 point) What proportion of your Skittles were your favorite color/flavor? (

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Answer #1

sholes than PQ a. Pe 二 1.1180 s tacue cloi Ntle bui then 9(1. chanQ that上 r, will fall

460 egally ely (acndo clasical ne トac sume p T that out of 400 tnke n? dabibution, so, Stanchhd dwidím hull bc 、 L00- a) Stanclas cl deviation mpli di toibuttor wlth P-6S ànda, is

RO e) Moamal model appaoximat. is. gdsa, ple siee

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Answer 1

sholes than PQ a. Pe 二 1.1180 s tacue cloi Ntle bui then 9(1. chanQ that上 r, will fall

460 egally ely (acndo clasical ne トac sume p T that out of 400 tnke n? dabibution, so, Stanchhd dwidím hull bc 、 L00- a) Stanclas cl deviation mpli di toibuttor wlth P-6S ànda, is

RO e) Moamal model appaoximat. is. gdsa, ple siee