The problem requires us to determine the floor on which person E lives, given a set of conditions about seven people (A, B, C, D, E, F, G) living on seven different floors (numbered 1 to 7).
We start by placing the person whose floor is explicitly given:
We use the clue: "Only two persons live between B and D."
We use the clue: "Only one person live between D and A."
Current Occupancy:
Remaining Floors: 1, 2, 5, 7. People remaining: C, E, F, G.
We use the clue: "G lives immediately below E."
This means E and G occupy adjacent floors (\(E_{floor} = G_{floor} + 1\)). We check possible placements on the remaining floors (1, 2, 5, 7):
Therefore, E lives on Floor 2 and G lives on Floor 1.
We use the clues: "Only one person lives between F and C" and "C does not live on the topmost floor (Floor 7)."
Thus, C lives on Floor 5 and F lives on Floor 7.
The complete arrangement of people on the floors is:
| Floor | Person |
|---|---|
| 7 | F |
| 6 | D |
| 5 | C |
| 4 | A |
| 3 | B |
| 2 | E |
| 1 | G |
Based on the deductions, E lives on Floor 2.
E, F, G, H, L and M live on six different floors of the same building. The lowermost floor in the building is numbered 1, the floor above it, number 2 and so on, till the topmost floor is numbered 6. Only three people live above G. Only two people live between L and E. Only two people live between M and G. E lives below G but above F. How many people live below H?
If T joined P, Q, R and S, and T was on the third step, and Q was on a higher step than T, which step must be vacant?
If there are two steps in between the steps on which A and D are standing and C is standing on Step 6, A must be standing on which of the following steps?