- AQ < S
- BP < S
- CT < R
- DP > R
Step-by-Step Solution
P > Q and Q ≥ R give P > R (definitely true). T > S = R means T > R (so 'T < R' is false); P > Q ≥ R = S means P > S (so 'P < S' is false); Q ≥ S (so 'Q < S' is false).
Answer: D) P > R
Consider the relation: P > Q ≥ R = S < T. Which of the following conclusions is definitely true?
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