Six people, A, B, C, D, E, and F, went for exam, on different days from Sunday to Friday, of the same week. How many persons went after B?
Statement I: B went three days after A. Only one person went between B and E. E went after B. C went after F. D went before F.
Statement II: Two persons went between D and C. Neither D nor C was the first and the last person to visit. F went two days before C. E did not went on Wednesday. B went after A.
From statement I, B went three days after A. Only one person went between B and E. E went after B. C went after F. D went before F. Two persons went after B. From statement II, two persons went between D and C. Neither D nor C was the first and the last person to visit . F went two days before C. E did not went on Wednesday. B went after A. Either no person or two persons went after B. So, data in statement I alone is sufficient to answer the question and data in statement II alone is not sufficient to answer the question.
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