Directions: Each of the following questions is followed by two statements, labelled (A) and (B). Decide whether the statements are sufficient to conclusively answer the question, and choose:
(A) if Statement (A) alone is sufficient but Statement (B) alone is not.
(B) if Statement (B) alone is sufficient but Statement (A) alone is not.
(C) if Statement (A) and Statement (B) together are sufficient, but neither alone is sufficient.
(D) if either Statement (A) alone or Statement (B) alone is sufficient.
(E) if both statements together are still not sufficient.
Five integers A, B, C, D and E are arranged in such a way that there are two integers between B and C, and B is not the greatest. There exists one integer between D and E, and D is smaller than E. A is not the smallest integer. Which one is the smallest?
(A) E is the greatest.
(B) There exists no integer between B and E.
