Statements: V > I; W = U < I; V < X = Y ≥ Z
Conclusions:
I. Y > U
II. Z ≤ I
III. W < Y
Z ≤ Y = X > V > I > U Y > U. Hence conclusion I is true . Z ≤ Y = X > V > I > U No relationship can be established between Z and I. Hence conclusion II is not true. Z ≤ Y = X > V > I > U = W Y > W. Hence conclusion III is true .
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