Seven people, A, B, C, D, E, F and G are sitting in a row, facing north. Only five people sit between F and D. G sits third to the right of F. E is the immediate neighbour of C and D. B is not the immediate neighbour of G. How many people sit between A and F?
One
This problem requires us to figure out the exact positions of seven people (A, B, C, D, E, F, G) sitting in a single row. They are all facing north. Our main goal is to determine the final seating order and then count how many people are seated between individuals A and F.
Let's list all the pieces of information given:
With 7 seats in total, the condition "Only five people sit between F and D" strongly suggests that F and D must be occupying the two end seats. This creates a gap of 5 seats between them. There are two possibilities:
We are told that "G sits third to the right of F". Since they face North, "right" means moving towards the higher seat numbers.
The clue "E is the immediate neighbour of C and D" is key here.
The only people left to place are A and B. The empty seats are the 2nd and 3rd positions. This means A and B must occupy these two seats. There are two possible ways to arrange them:
The last condition is "B is not the immediate neighbour of G". G is in the 4th seat. The seats immediately next to G are the 3rd and 5th seats.
Thus, the definitive seating arrangement from left to right (West to East, or position 1 to 7) is: F B A G C E D.
We need to find how many people sit between A and F in the confirmed arrangement: F B A G C E D.
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