Seven people, A, B, C, D, E, F and G, are sitting in a straight line, facing north. Only two people are sitting to the left of C. Only four people are sitting between F and E. B is sitting second to the right of C. B is not an immediate neighbour of A. D is sitting to the immediate right of C. F is sitting to the immediate right of A. How many people are sitting between A and D?
Two
Number the seats \(1\) to \(7\) from left to right, with all people facing north.
Only two people sit to the left of C, so C occupies seat 3.
D sits immediately to the right of C, so D occupies seat 4.
B is second to the right of C, so B occupies seat 5.
Four people sit between F and E, so F and E must occupy either seats \(\{1,6\}\) or \(\{2,7\}\).
F is immediately to the right of A. If F were in seat 1, A would have no seat. Therefore, F must be in seat 2 and A in seat 1. Hence, E occupies seat 7.
B in seat 5 is not adjacent to A in seat 1. G takes the remaining seat 6.
Final order:
A(1), F(2), C(3), D(4), B(5), G(6), E(7)
Between A (seat 1) and D (seat 4), the people sitting are F and C.
Therefore, the number of people between A and D is:
\[ \boxed{2} \]
Answer: Two
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