- AS > Q
- BP < S
- CP > R
- DR > P
Step-by-Step Solution
The statement means P > Q = R ≤ S. Since P > Q and Q = R, we get P > R (definitely true). P vs S is undetermined; S ≥ Q allows S = Q so 'S > Q' is not certain; R > P is false.
Answer: C) P > R
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