Problem

Construct the box plot encoded by five-number summary \((1.5,2.0,3.5,4.0,6.5)\) in minimum, \(Q_{1}\), median, \(Q_{3}\), maximum order. Give the ordered summary, box interval, median, whisker intervals, \(IQR\), and whisker lengths.

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order = 1.5≤2.0≤3.5≤4.0≤6.5; box=[2.0,4.0]; median=3.5; whiskers=1.5 to2.0 and4.0 to6.5; IQR=2.0; whisker lengths=0.5 and2.5

order = 1.5≤2.0≤3.5≤4.0≤6.5; box=[2.0,4.0]; median=3.5; whiskers=1.5 to2.0 and4.0 to6.5; IQR=5.0; whisker lengths=0.5 and2.5

order = 1.5≤2.0≤3.5≤4.0≤6.5; box=[1.5,6.5]; median=3.5; whiskers=2.0 to1.5 and6.5 to4.0; IQR=5.0; whisker lengths=0.5 and2.5

order = 1.5≤2.0≤3.5≤4.0≤6.5; box=[2.0,4.0]; median=4.0; whiskers=1.5 to2.0 and4.0 to6.5; IQR=2.0; whisker lengths=0.5 and2.5

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