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?
Three
"Only three people live above G" puts G on floor 3.
"Two people between M and G": M is three floors from G, and only floor 6 fits, so M is on floor 6.
"E below G but above F" forces E and F onto floors 2 and 1, so E is on floor 2 and F on floor 1.
"Two people between L and E": L is three floors from E (floor 2), giving floor 5, so L is on floor 5.
The only floor left is 4, so H is on floor 4.
Below H (floor 4) are floors 1, 2 and 3, i.e. three people.
Hence, three 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?