There are five floors in a complex building named from number 1 to 5 in such a way that lowermost floor is numbered as 1 and topmost floor is numbered as 5. Five members live at different floors of the building namely, Ryan, Tom, Anne, Claire and Ashley, but not necessarily in the same order. Also, these five work in different companies namely, P, R, T, V and X. Anne stays on Floor number 2 and works in company V and Claire stays on Floor number 5. The one who stays on Floor number 1 is working in company P. Then who lives on Floor number 3 and in which company does he/she work?

 Statement I. Neither Tom nor Ashley works in company P.

 Statement II. One who lives on floor number 3 works in company T.

 Statement III. Ashley does not work in company T.

1
Both statements I and III together are sufficient to answer the question.
2
Both statements II and III together are sufficient to answer the question.
3
Either statement I and II or II and III together are sufficient to answer the question. 
4
All the statements I, II and III together are not sufficient to answer the question. 
5
All the statements I, II and III together are sufficient to answer the question.

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