In a certain language different symbols represent different operators as follows.
- ∏ means X = Y
- ⊗ means X ≯ (not more than) Y
- © means X ≮ (not less than) Y
- Ξ means X < Y
- ∃ means X > Y
Statements: F Ξ G; G ∏ H; H © I;
- G ∃ I
- G ∏ I
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 G > I. Conclusion II translates to G = I. So we can see that either I or II can be true.
Please remember that in such questions ≯ (not more than) is same as ≤, and ≮ (not less than) is same as ≥.