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Question 1

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Use the following information to answer the question. Suppose the manager of a large furniture store wants to estimate the amount spent by customers during the holiday season. She took a random sample of customers and recorded the amount they spent. A histogram of the data shows that the data is strongly left- skewed. The figures below show the confidence intervals for the mean amount spent using (A) raw (untransformed) data, and (B) log- transformed data, which showed a more normally distributed data set. Use this information to answer the question.
Use the following information to answer the question. Suppose the manager of a large furniture store wants to estimate the amount spent by customers during the holiday season. She took a random sample of customers and recorded the amount they spent. A histogram of the data shows that the data is strongly left- skewed. The figures below show the confidence intervals for the mean amount spent using (A) raw (untransformed) data, and (B) log- transformed data, which showed a more normally distributed data set. Use this information to answer the question.    -Calculate the width of both intervals (note that you will need to convert the log- transformed interval back into dollars) . Which interval is narrower? A) Width of interval for untransformed data: 144.2; width of interval for transformed data: 129.8. The width of the interval for the log transformed data is narrower. B) Width of interval for untransformed data: 72.1; width of interval for transformed data: 273. The width of the interval for the log transformed data is narrower. C) Width of interval for untransformed data: 144.2; width of interval for transformed data: 152.5. The width of the interval for the untransformed data is narrower. D) Cannot be determined with the given information
-Calculate the width of both intervals (note that you will need to convert the log- transformed interval back into dollars) . Which interval is narrower?


A) Width of interval for untransformed data: 144.2; width of interval for transformed data: 129.8. The width of the interval for the log transformed data is narrower.
B) Width of interval for untransformed data: 72.1; width of interval for transformed data: 273. The width of the interval for the log transformed data is narrower.
C) Width of interval for untransformed data: 144.2; width of interval for transformed data: 152.5. The width of the interval for the untransformed data is narrower.
D) Cannot be determined with the given information

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