90 points i will provide a screenshot of the first question which i already solved so the second question will make sense it may not load so do not comment so i can edit the question. 2. solve. (a) contrast the shapes of the data sets displayed in the box-and-whisker plots in question 1. explain what the difference in the shapes means in context of the situation. (b) compare the spread of the data sets. discuss both the overall spread and the spread within the boxes. (c) use an appropriate measure of central tendency to compare the center of the data sets. explain what the difference in those measures means in context of the situation.

2a.   venita's box plot is symetric.   this means that the data is evenly distributed.   there is not a lot of variation in the numbers and how far apart they are spread out.  shenelle's box plot is skewed left.   this means that there is data that is not close to the majority of the data.   it numbers are more spread out making it less dependable.b.   for venita, the range is 79-44 or 35, and for shanelle 86-26=59      for venita, the  interquartile  range  is 71.5-53 or  18.5, and for  shanelle  74.5-61=13.5  the range tells us how spread out the numbers are for the entire data set (range) and how spread out the middle half of the data is (interquartile range).c.   the best measure of center for venita to use would be the mean, and the best measure of center for shanelle would be the median.  the mean is the best for venita because the data is evenly distributed so the average (mean) will spread out in an even way.the median is best for shanelle to use as a measure of center because there is an outlier in her data set which would make the mean lower than what it should be.