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Refer to the Best Actor/Actress data set provided on theData Sets page.https://www.statcrunch.com/app/index.php?dataid=3518747&token=OTI3Z8%2F0N6hSC1KVw9hTXmyjHLnuZvqCMyuxkgn1QRYPhIQfDVLUFClF3Y41ShOi4C%2BMKL5%2FHgpBTXKukjWOPGD4pN%2FCkiobeyKouIjPB7Icn1LSfAJYHGwFicbvKV5Q6Frs0S%2FMuIxeDesOjKr%2B0aAE37hBMYo28%2BZM4pYgz6hDTAUycNYhtyjrrg0JoFIQa009YCbXPwBr%2B0YgLR1ElA%3D%3D For each of the two data sets (best actress & best actor) compute

Refer to the Best Actor/Actress data set provided on theData Sets page.https://www.statcrunch.com/app/index.php?dataid=3518747&token=OTI3Z8%2F0N6hSC1KVw9hTXmyjHLnuZvqCMyuxkgn1QRYPhIQfDVLUFClF3Y41ShOi4C%2BMKL5%2FHgpBTXKukjWOPGD4pN%2FCkiobeyKouIjPB7Icn1LSfAJYHGwFicbvKV5Q6Frs0S%2FMuIxeDesOjKr%2B0aAE37hBMYo28%2BZM4pYgz6hDTAUycNYhtyjrrg0JoFIQa009YCbXPwBr%2B0YgLR1ElA%3D%3D

  1. For each of the two data sets (best actress & best actor) compute the five-number summary.
  2. Identify which values, if any, should be treated as outliers.
  3. Construct parallel boxplots. Be sure to draw outliers appropriately!
  4. Compare the distributions. What differences do you see? (Remember: the word 'compare' is powerful! This is the most important part of the whole problem.)
  5. Do some Internet research to find out who the winners were in 2020, and how old they were at the time of the ceremony. Should they be considered outliers? Why or why not?

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