Three statements have been given, which are followed by two conclusions (I) and (II). Assuming that the given statements are true, find out which of the conclusion(s) is/are definitely true.
Statements: ,

​P < T, Y > W, P ≥  Y​
Conclusions:

I W ≤ P
II T > Y

P < T

Y > W

P ≥ Y

From these, we get:
T > P ≥ Y > W

Conclusion I: W ≤ P
From the combined chain, P is greater than W (P > W).
So, W is less than P — but not necessarily equal.
Since “W ≤ P” includes equality, and equality is not certain,
→ This conclusion is false.

Conclusion II: T > Y
From T > P ≥ Y, it is clear that T is greater than Y.
→ This conclusion is true.

Final Answer:
Only Conclusion II is true.