Statements:
A ≤ J ≤ K = M; Y ≥ Z > A
Conclusions:
I. J ≤ Z
II. Z ˃ Y
Given statements: A ≤ J ≤ K = M; Y ≥ Z > A On combining the given statements: Y ≥ Z > A ≤ J ≤ K = M Conclusions: I. J ≤ Z → False (as Z > A ≤ J) → thus relation between J and Z cannot be determined. II. Z ˃ Y → False (as Y ≥ Z). Hence, neither conclusion I nor II is true.
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