Shown Below Are the Boxplot,the Histogram and Summary Statistics for the Highest

Multiple Choice

Shown below are the boxplot,the histogram and summary statistics for the highest temperatures ever recorded (in °F) in 32 different states in the U.S.A.. $$\begin{array} { c | c | c | c | c | c | c | c } \text { Count } & \text { Mean } & \text { Median } & \text { StdDev } & \text { Min } & \text { Max } & \text { Q1 } & \text { Q3 } \\\hline 32 & 114.2 & 114.5 & 7.7 & 100 & 134 & 107.5 & 118\end{array}$$ Write a few sentences describing the distribution.

A) The distribution is bimodal,symmetric with a mean of 114.2°F.There is a high outlier that should be investigated.The standard deviation is 7.7°F.The boxplot shows that half of the time,the highest temperatures were between about 107.5°F and 114°F.
B) The distribution is unimodal,symmetric enough with a mean of 114.2°F.There is a high outlier that should be investigated,but it does not influence the mean very much.The standard deviation is 7.7°F.The boxplot shows that half of the time,the highest temperatures were between about 107.5°F and 118°F.
C) The distribution is bimodal,essentially symmetric with a mean of 114.2°F.There is a high outlier that should be investigated,but it does not influence the mean very much.The standard deviation is 7.7°F.The boxplot shows that half of the time,the highest temperature were between about 107.5°F and 118°F.
D) The distribution is unimodal,essentially symmetric with a mean of 114.2°F.There is a high outlier that should be investigated,because it influences the mean.The standard deviation is 7.7°F.The boxplot shows that half of the time,the highest temperatures were between about 107.5°F and 114°F.
E) The distribution is unimodal,essentially symmetric with a mean of 114.2°F.There is a high outlier that should be investigated,but it does not influence the mean very much.The standard deviation is 7.7°F.The boxplot shows that half of the time,the highest temperatures were between about 107.5°F and 114°F.