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Here Are Summary Statistics of the Four Last Digits of Social

Question 117

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Here are summary statistics of the four last digits of social security number of 500 customers,corresponding to the following histogram.  Count 500 Mean 4919 StdDev 1556 Median 5009 IQR 2009 Q1 4018 Q3 6027\begin{array}{l}\begin{array} { l | l } \text { Count } & 500 \\\hline \text { Mean } & 4919 \\\hline \text { StdDev } & 1556 \\\hline \text { Median } & 5009 \\\hline \text { IQR } & 2009 \\\hline \text { Q1 } & 4018 \\\hline \text { Q3 } & 6027\end{array}\\\end{array}
 Here are summary statistics of the four last digits of social security number of 500 customers,corresponding to the following histogram.  \begin{array}{l} \begin{array} { l | l }  \text { Count } & 500 \\ \hline \text { Mean } & 4919 \\ \hline \text { StdDev } & 1556 \\ \hline \text { Median } & 5009 \\ \hline \text { IQR } & 2009 \\ \hline \text { Q1 } & 4018 \\ \hline \text { Q3 } & 6027 \end{array}\\ \end{array}    Is the mean or median a  better  summary of the centre of the distribution? A) Neither,because these are not categorical data. B) Neither,because these are not quantitative data. C) Median,because the IQR is smaller than the standard deviation. D) Mean,because the distribution is quite symmetric. E) Median,because of the outliers. Is the mean or median a "better" summary of the centre of the distribution?


A) Neither,because these are not categorical data.
B) Neither,because these are not quantitative data.
C) Median,because the IQR is smaller than the standard deviation.
D) Mean,because the distribution is quite symmetric.
E) Median,because of the outliers.

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