Who are the neighbours of S2?
Seven friends are sitting in a row. The middle position in a row of 7 is the 4th position. S2 is located at this position.
Arrangement: $_ _ _ S2 _ _ _$
There are 3 friends between S5 and S7. This implies their positions could be {1, 5}, {2, 6}, or {3, 7}.
Both S5 and S7 are not at the extreme ends (positions 1 and 7).
Combining these conditions, the only possible positions for S5 and S7 are 2 and 6.
There are 2 friends between S3 and S5.
Case A: If S5 is at position 2.
Case B: If S5 is at position 6.
S4 is not at any extreme end (positions 1 and 7).
Consider Case A (S5 at 2, S3 at 5, S7 at 6):
Consider Case B (S7 at 2, S3 at 3, S5 at 6):
Both valid seating arrangements consistently show that S3 and S4 are the immediate neighbors of S2.
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