Home » Verbal Reasoning » Mathematical Operations

Statements H ≥ I = J > K ≤ L Conclusions I. K < H II. L ≥ I

Q: Statements H ≥ I = J > K ≤ L Conclusions I. K < H II. L ≥ I

Given that, H ≥ I = J > K ≤ L Here, statements are already combined H ? I = J > K means H > K Conclusions I. K < H (true) II. L ≥ I (false) So, it is clear that only Conclusion I follows from the given statements.

If only Conclusions I is true
if only Conclusions II is true
if either Conclusions I or II is true
if neither Conclusions I nor II is true

Correct Answer: If only Conclusions I is true

Explanation:

Given that,
H ≥ I = J > K ≤ L
Here, statements are already combined
H ? I = J > K means H > K
Conclusions
I. K < H (true)
II. L ≥ I (false)
So, it is clear that only Conclusion I follows from the given statements.

← Previous Question Next Question→

Discussion & Comments

No comments yet. Be the first to comment!

Join Discussion

Statements H ≥ I = J > K ≤ L Conclusions I. K < H II. L ≥ I

More Questions from Mathematical Operations

Discussion & Comments