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Statement: G > R = O > C < E; R ≤ Y

Conclusions:

I. Y = O

II.Y > O

III. O > E

AOnly III is True.

BEither conclusion I or II are True.

COnly II is True.

DNone is True.

Answer:

B. Either conclusion I or II are True.

Read Explanation:

Solution: Given: G > R = O > C < E; R ≤ Y Conclusions: I. Y = O → False (as O = R ≤ Y → O ≤ Y) II. Y > O → False (as O = R ≤ Y → O ≤ Y) III. O > E → False (as O > C < E; thus a clear relation between O and E cannot be established). Note: Here, conclusion I and II form a complementary pair. Hence, either conclusion I or II are true.


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