- AQ ≥ S
- BT ≤ P
- C
- DR > P
Step-by-Step Solution
P ≤ Q < R gives P < R, i.e. R > P. There is no link between T and P; S ≥ T does not force S = T; and Q < R = S gives Q < S, so Q ≥ S is false.
Answer: D) R > P
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