Study the given information carefully to answer the given questions.M, N, O, P, Q R and S are seven people live on seven different floors of a building but not necessarily in the same order. The lower most floor of the building is numbered 1, the one above that is numbered 2 and so on till the topmost floor is numbered 7. Each one of them have different income i.e., 3500, 15000, 7500, 9000, 11000, 13500 and 5000. (But not necessarily in the same order.) M lives on an odd numbered floor but not on the floor numbered 3. The one who has income of 11000 lives immediately above M. Only two people live between M and the one who has income of 7500. The one who has income of 15000 lives on one of the odd numbered floors above P. Only three people live between 0 and the one who has income of 15000. The one who has income of 7500 lives immediately above 0. R earns 4000 more than Q. The one who has income of 3500 lives immediately above the one who has income of 5000. S lives on an odd numbered floor. Only one person lives between N and Q. N lives on one of the floors above Q. Neither 0 nor M has income of 0000. Q does not has income of 500.
If all the people are made to sit in alphabetical order from top to bottom, the positions of how many people will remain unchanged ?
M lives on an odd numbered floor but not on floor 3. The one who has income of 11000 lives immediately above M. Only two people live between M and the one who has income of 7500,The one who has income of 7500 lives immediately above O, this can be represented in 2 scenarios :-
Only three people live between 0 and the one who has income of 15000. Person with income of 3500 lives immediately above the one with income of 5000.
Neither O nor M has income of 9000 this eliminating scenario-1 :-
Only N and S.
Hence Option C.
Create a FREE account and get: