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Which of the following is definitely true if D≤CE is true?

  • A.D<F
  • B.A>B
  • C.C>B
  • D.A>E
  • E.D<B

Answer: D

Correct answer: A > E, though the statement it depends on is missing

The statement this question refers to has been lost from the record - what survives reads only “D ≤ CE”, with a symbol missing between C and E and the earlier part of the chain gone entirely. The five options between them mention A, B, C, D, E and F, so the original statement linked at least six letters, and none of those links can be recovered from what remains. The keyed answer is \( A > E \), which tells us the original chain placed A above E; but with the chain itself absent, that cannot be demonstrated here, and the four rejected options cannot be shown to fail. The item needs its original statement restored before it can be worked.

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