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Directions: In the following question assuming the given statements to be True, find which of the conclusions among the given conclusions is/are definitely true and then give your answers accordingly.
Statements: G ≤ M ≤ A; X ≥ E > I; X < G
Conclusions:
I. I ≤ A
II. M ≥ E
Only II is True
Only I is True
Both I and II are True
None is True
Either I or II is True
- Let's break down the statements:
- G = M = A: This means G is less than or equal to M, and M is less than or equal to A.
- X = E > I: X is greater than or equal to E, and E is greater than I.
- X < G: X is less than G.
- Analyzing Conclusions:
- I. I = A: This would require I to be less than or equal to A. With no direct connection between series G = M = A and I, this cannot be confirmed.
- II. M = E: M would need to be greater than or equal to E. Since there's no relation between M and E given in the statements, this cannot be confirmed either.
- Option Evaluation:
- Option 1: Only II is True - Not correct
- Option 2: Only I is True - Not correct
- Option 3: Both I and II are True - Not correct
- Option 4: None is True - Correct because there is no evidence supporting either conclusion.
- Option 5: Either I or II is True - Not correct
By: Parvesh Mehta ProfileResourcesReport error
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