|Direction: In these questions, a relationship between the different elements is shown in the statements. Find the true conclusion from the given two conclusions and then give your answer|
|Statements: \[L>E,\]\[E\ge F\],\[L\ge K\]|
|Conclusions: \[I.E\ge K\]\[II.L>F\]|
A) If only conclusion I is true.
B) If only conclusion II is true.
C) If either conclusion I or conclusion II is true
D) If neither conclusion I nor conclusion II is true.
E) If both conclusion I and II are true.
Correct Answer: B
Solution :Given statements: L>E ...(i) E\[\ge \]F ...(ii) L\[\ge \]K ....(iii) Combining (i). (ii) and (iii), we get \[K\le L>E\ge F\] ?.(iv) Thus, we cant compare K and E. Hence, I (\[E\ge K\]is not true. Again, L > F is true.
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