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Statements: X ≤ Y > Z = A, B < C ≥ Z Conclusions: I. A < B II. A ≥ B
Question

In each of the questions, relationships between some elements are shown in the statements. These statements are followed by conclusions numbered I and II. Read the statements and give the answer.

Statements: X ≤ Y > Z = A, B < C ≥ Z
Conclusions: I. A < B II. A ≥ B

A.

If only conclusion I true.

B.

If only conclusion II true.

C.

If either conclusion I or II true.

D.

If both conclusions I and II true.

E.

If neither conclusion I nor II true.

Correct option is C

I. A < B(False) II. A ≥ B(False)

relation: X ≤ Y > Z = A≤C>B

Either-or condition is satisfying between the conclusions because -

1. Elements are same or equal like A=B

2. Both the conclusions are individually false.

3. All the possible symbols are present between elements such as >, ≥, ≤, < and =

Note: All three condition are satisfied here, hence either-or is the correct answer.

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