Given: SE = 0.484, df = 1414, and 95% CI = (19.3, 21.3) Is the population distribution normal? Why or why not? Based on your answer to the previous question, do you think it is legitimate to constrcut the confidence interval given? Explain. Also, explain what is the thing that has a 95% probability to occur.

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Given: SE = 0.484, df = 1414, and 95% CI = (19.3, 21.3)

Is the population distribution normal? Why or why not? Based on your answer to the previous question, do you think it is legitimate to constrcut the confidence interval given? Explain. Also, explain what is the thing that has a 95% probability to occur. 

A recent General Social Survey has asked subjects, “how long have you lived in the city, town, or community
where you live now?" The responses of 1415 subjects in one survey had a median of 16 years, a mean of 20.3
and a standard deviation of 18.2.
Transcribed Image Text:A recent General Social Survey has asked subjects, “how long have you lived in the city, town, or community where you live now?" The responses of 1415 subjects in one survey had a median of 16 years, a mean of 20.3 and a standard deviation of 18.2.
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