Question: and the mode is 4.00. a. Are these data for a distribution of scores or a distribution of means? Explain. b. What do the mean

and the mode is 4.00.

a. Are these data for a distribution of scores or a distribution of means? Explain.

b. What do the mean and standard deviation suggest about the shape of the distribution? (Hint: Compare the sizes of the mean and the standard deviation.)

c. What do the three measures of central tendency suggest about the shape of the distribution?

d. Let’s say that these data represent the entire population. Pretend that you randomly selected a person from this population and asked how many close friends she or he had. Would you compare this person to a distribution of scores or a distribution of means? Explain your answer.

e. Now pretend that you randomly selected a sample of 80 people from this population. Would you compare this sample to a distribution of scores or a distribution of means? Explain your answer.

f. Using symbolic notation, calculate the mean and standard error of the distribution of means.

g. What is the likely shape of the distribution of means? Explain your answer.

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