The following back-to-back stemplots compare the ages of players from two minor-league hockey teams (1 | 7
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The following back-to-back stemplots compare the ages of players from two minor-league hockey teams (1 | 7 = 17 years).
Team A Team B 98777 1 788889 44333221 2 00123444 7766555 2 556679 521 3 023 86 3 55 Which of the following cannot be justified from the plots?
(a) Team A has the same number of players in their 30s as does Team B.
(b) The median age of both teams is the same.
(c) Both age distributions are skewed to the right.
(d) The age ranges of both teams are similar.
(e) There are no outliers by the 1.5IQR rule in either distribution.
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