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Ascending order of the observations: 11, 13, 17, 18, 19, 20, 21, 24, 25, 27, 28, 28, 29, 30
If the number of observations are even, then Median is the average of (n/2) th term and {(n/2) + 1}th term together.
Required median = (1/2) X [(14/2) th term + {(14/2) +1}th term] (Since, 'n' = 14)
= (1/2) X (7th term + 8th term) = (1/2) X (21 + 24) = 22.5
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Statements:
A < B ≥ C > U = W; R < Q > L ≤ W = Y; Q > P
Conclusions:
I. B < P
II. C > R