what can be said about the data for the snowfall in each resort? check all that apply. the data from resort…
what can be said about the data for the snowfall in each resort? check all that apply. the data from resort a are a symmetric data set. the data from resort a are not a symmetric data set. the data from resort b are a symmetric data set. the data from resort b are not a symmetric data set. the data sets have the exact same median.
Answer
Explanation:
Step1: Recall symmetric data set property
A box - and - whisker plot of a symmetric data set has the median in the middle of the box and the whiskers are approximately the same length on both sides. For Resort A, the box - and - whisker plot shows that the median is closer to the lower quartile and the left whisker is shorter than the right whisker. So, the data from Resort A are not a symmetric data set. For Resort B, the box - and - whisker plot shows that the median is in the middle of the box and the whiskers are approximately the same length. So, the data from Resort B are a symmetric data set. To check the medians: The median of Resort A is around 275 (from the box - and - whisker plot). The median of Resort B is around 325 (from the box - and - whisker plot). So, the data sets do not have the exact same median.
Step2: Select correct statements
Based on the above analysis, we select the statements: The data from Resort A are not a symmetric data set. The data from Resort B are a symmetric data set.
Answer:
The data from Resort A are not a symmetric data set. The data from Resort B are a symmetric data set.