In this question, a statement is followed by two conclusions. Which of the two conclusions is/are true with respect to the statement?
Statement: T = S ≥ N = A ≤ U > P < Q

Conclusions: I. S > Q

II. A ≤ T

Statement: T = S ≥ N = A ≤ U > P < Q

Analyze Each Conclusion:

​S = T, and we know that T is linked to Q indirectly through the chain S ≥ N = A ≤ U > P < Q.

​S is not directly comparable to Q because the chain involves multiple intermediate relationships (≥, ≤, >, <).

​Therefore, S > Q cannot be concluded.​

​From the statement

T = S ≥ N = A.

This means T ≥ A (T and A are linked directly through the chain).

Hence, A ≤ T is true.

The correct answer is, Only Conclusion II is true.

Thus, correct option is (d)