| Direction: In these questions, a relationship between different elements is shown in the statements. The statements are followed by two conclusions. Give answer |
| Statements: \[P<Q;\,\,Q=R>S;\,\,S\le T\] |
| Conclusions: I.\[Q>T\] |
| II.\[Q\le T\] |
A) if only conclusion I is true.
B) if only conclusion II is true.
C) if either conclusion I or II is true.
D) if neither conclusion I nor II is true.
E) if both conclusion I and II are true.
Correct Answer: C
Solution :
Given statements: \[P<Q\] ... (i) \[Q=R>S\] ... (ii) \[S<T\] ... (iii) Combining (i), (ii) and (iii), we get \[P<Q=R>S\le T\] ... (iv) From (iv), we can't compare Q and T. Hence I \[(Q>T)\] and II \[(Q\le T)\] are not true. But both make a complementary pair. Thus, either conclusion I or II is true.
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