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Seven friends S1, S2, S3, S4, S5, S6 and S7 are sitting in a row facing towards north (not necessarily in the same order). S4 does not sit at any of the extreme ends. Only three friends sit between S5 and S7. Only two friends sit between S3 and S5. Both S5 and S7 do not sit at any of the extreme ends. S2 sits in the middle of the row.
Who are the neighbours of S2?

This question was previously asked in
RRB NTPC 2019 CBT 1 Question Paper PDF (31-Jan-2021) (Shift 1)
The correct answer is
S4 and S3

Step 1: Determine the Middle Position

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: $_ _ _ S2 _ _ _$

Step 2: Locate S5 and S7

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.

Step 3: Determine S3's Position

There are 2 friends between S3 and S5.

Case A: If S5 is at position 2.

  • The arrangement is $_ S5 _ S2 _ S7 _$.
  • To place 2 friends between S3 and S5(2), S3 must be at position 5. (Friends at positions 3 and 4).
  • Partial arrangement: $_ S5 _ S2 S3 S7 _$

Case B: If S5 is at position 6.

  • The arrangement is $_ S7 _ S2 _ S5 _$.
  • To place 2 friends between S3 and S5(6), S3 must be at position 3. (Friends at positions 4 and 5).
  • Partial arrangement: $_ S7 S3 S2 _ S5 _$

Step 4: Place S4 and Finalize Arrangement

S4 is not at any extreme end (positions 1 and 7).

Consider Case A (S5 at 2, S3 at 5, S7 at 6):

  • Arrangement: $_ S5 _ S2 S3 S7 _$
  • Remaining positions: 1, 3, 7. Remaining friends: S1, S4, S6.
  • Since S4 cannot be at ends 1 or 7, S4 must be at position 3.
  • Final arrangement: $S1/S6 S5 S4 S2 S3 S7 S1/S6$
  • The neighbors of S2 (at position 4) are the individuals at positions 3 and 5, which are S4 and S3.

Consider Case B (S7 at 2, S3 at 3, S5 at 6):

  • Arrangement: $_ S7 S3 S2 _ S5 _$
  • Remaining positions: 1, 5, 7. Remaining friends: S1, S4, S6.
  • Since S4 cannot be at ends 1 or 7, S4 must be at position 5.
  • Final arrangement: $S1/S6 S7 S3 S2 S4 S5 S1/S6$
  • The neighbors of S2 (at position 4) are the individuals at positions 3 and 5, which are S3 and S4.

Step 5: Identify Neighbors of S2

Both valid seating arrangements consistently show that S3 and S4 are the immediate neighbors of S2.

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  2. P, Q, R and S are sitting on a bench and facing in the same direction. P sits next to Q but not next to R. S, who is sitting on the extreme right, does not sit next to either Q or R. How many of them each have two neighbors?

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  4. Six people P, Q, R, S, T and U sit in a row, not necessarily in the same order. If two persons sit in between P and Q, and two persons sit in between T and U, then how many persons sit in between R and S?

  5. Six persons P, Q, R, S, T and U are sitting in a row facing north (not necessarily in the same order). Q sits fourth to the right of S. One person sits between P and Q. Three persons sit between R and T. R sits immediate left of P. How many persons sit between T and U?

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