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In the statement below, the relations hold as written. Statement: X ≥ Y = Z ≤ W. Conclusions: I. X > Z.
II. X = Z. Which conclusion(s) definitely follow?

Competition practiceInequalities
  • AOnly II follows
  • BNeither follows
  • COnly I follows
  • DEither I or II follows

Step-by-Step Solution

X ≥ Y = Z gives X ≥ Z, which means either X > Z or X = Z. Neither is individually certain, but together they exhaust the possibility X ≥ Z, so 'either I or II follows'.
Answer: D) Either I or II follows

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