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Here Are Descriptive Statistics from Excel for Annual Per-Pupil Expenditures

Question 149

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Here are descriptive statistics from Excel for annual per-pupil expenditures in 94 Ohio cities and home sizes in a certain neighborhood. Very briefly compare the variability and shape of the two data sets.
 Expenditure per Pupil (dollars)  Home Size (sqft)  Mean 2724.606383 Mean 2231.40857 Median 2508.5 Median 2217 Mode 2506 Mode 2117 Standard deviation 1095.217916 Standard deviation 249.3151 Kurtosis 43.9989606 Kurtosis 0.52824942 Skewness 6.260249912 Skewness 0.35668642 Range 9310 Range 1315.4 Minimum 1916 Minimum 1593 Maximum 11226 Maximum 2908 Count 94 Count 105\begin{array} { l r l r } \hline { \text { Expenditure per Pupil (dollars) } } &&{ \text { Home Size (sqft) } } \\\hline \text { Mean } & 2724.606383 & \text { Mean } & 2231.40857 \\\text { Median } & 2508.5 & \text { Median } & 2217 \\\text { Mode } & 2506 & \text { Mode } & 2117 \\\text { Standard deviation } & 1095.217916 & \text { Standard deviation } & 249.3151 \\\text { Kurtosis } & 43.9989606 & \text { Kurtosis } & 0.52824942 \\\text { Skewness } & 6.260249912 & \text { Skewness } & 0.35668642 \\\text { Range } & 9310 & \text { Range } & 1315.4 \\\text { Minimum } & 1916 & \text { Minimum } & 1593 \\\text { Maximum } & 11226 & \text { Maximum } & 2908 \\\text { Count } & 94 & \text { Count } & 105 \\\hline\end{array}

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Expenditure per pupil is right-skewed (m...

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