In a certain language different symbols represent different operators as follows.
- ∀ means X = Y
- Ω means X ≯ (not more than) Y
- ⊕ means X ≮ (not less than) Y
- ® means X < Y
- Θ means X > Y
Statements: F ∀ G; G Θ H; H ∀ I;
- F Θ H
- I ® G
both I and II are true.
only conclusion II is true.
only conclusion I is true.
either I or II can be true.
The statements can be translated to F = G > H = I. Conclusion I translates to F > H. Conclusion II translates to I < G. So we can see that both I and II are true.
Please remember that in such questions ≯ (not more than) is same as ≤, and ≮ (not less than) is same as ≥.