Correct Answer - Option 1 : Either I or II follows
Given statement: H < T = R ≤ X; S ≤ Z < V > X
On combining: H < T = R ≤ X < V > Z ≥ S
Conclusions:
I. Z > T → False (As T = R ≤ X < V > Z that implies there are opposite signs between T and Z. So, it is false)
II. T ≥ Z → False (As T = R ≤ X < V > Z that implies there are opposite signs between T and Z. So, it is false)
Hence, either I or II follows.
1. If all three possible conditions (<, >, =) between any two entities are included in conclusions, it would be a case of ‘either-or’.
2. i) If both the predicates are the same in 2 conclusions.
ii) Both conclusions are false individually.
iii) On combining both the conclusions, if the condition follows, it would be ‘either - or’ case
3. If any of the predicates is equal to some other element according to the question, then it is replaceable in the conclusions.