In this question, the relationship between different elements is shown in the statement. This statement is followed by three conclusions. Assume the given statement to be true and choose the answer from the given options: Statement: G = L > E < A ≤ M Conclusions: i) L > M ii) G < A iii) A > L

Correct option is C

Ans. (c)
Sol. Let's analyze the given statement and conclusions:
Given statement:
G = L > E < A ≤ M This implies:
· G = L (G and L are equal)
· L > E (L is greater than E)
· E < A (E is less than A)
· A ≤ M (A is less than or equal to M)
Now, let's check each conclusion:
· Conclusion i) L > M: This is not true. From the statement, we know that A ≤ M, but we don't have enough information to prove that L > M. In fact, L could be less than or equal to M, so this conclusion does not follow.
· Conclusion ii) G < A: This is not true. From the statement, we know that G = L, and L > E < A, which implies that G (and L) is greater than E, but it doesn't establish that G < A. In fact, G and L could be greater than A or equal to A, so this conclusion does not follow.
· Conclusion iii) A > L: This is not true. We know A ≤ M and L > E, but no direct comparison between A and L is given, so this conclusion does not necessarily follow either.