The % by weight of the element Lead was also calculated for Roman Mint:
Lead Content
(\% by weight)
$\begin{array}{|l|c|}
\hline \text { Statistic } & \text { Value } \
\hline \text { N } & 21 \
\text { Mean } & 0.61 \
\text { Median } & 0.62 \
\text { St. Dev. } & 0.25 \
\text { Minimum } & 0.09 \
\text { Maximum } & 1.29 \
\text { 1st Quartile } & 0.41 \
\text { 3rd Quartile } & 0.73 \
\hline
\end{array}$ present in the data.
(b) Using your procedure from part (a), determine if there are outliers in these data.

Question

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The Answer of The % by weight of the element Lead was also calculated for Roman Mint:
Lead Content
(\% by weight)
$\begin{array}{|l|c|}
\hline \text { Statistic } & \text { Value } \
\hline \text { N } & 21 \
\text { Mean } & 0.61 \
\text { Median } & 0.62 \
\text { St. Dev. } & 0.25 \
\text { Minimum } & 0.09 \
\text { Maximum } & 1.29 \
\text { 1st Quartile } & 0.41 \
\text { 3rd Quartile } & 0.73 \
\hline
\end{array}$ present in the data.
(b) Using your procedure from part (a), determine if there are outliers in these data.

The % by Weight of the Element Lead Was Also