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Square Seating Reasoning Puzzle for IBPS PO — 26 Oct 2026

2026-10-26 Hard · 7 clues · 8 people IBPS PO · SBI PO · RBI Grade B

The puzzle

Lata, Farhan, Rohan, Divya, Harsh, Sneha, Imran, Karan — sit around a square table — 4 at the corners, 4 at the middle of the sides; each clue states its own facing convention — work out the seating order clockwise. Using the clues below, work out the arrangement.

  1. Rohan does NOT sit next to Harsh.
  2. Harsh sits 3rd to the left of Lata (corner people face the centre; side-middle people face outward).
  3. Farhan sits next to Divya.
  4. Harsh sits 2nd to the left of Sneha (corner people face the centre; side-middle people face outward).
  5. Karan sits 3rd to the left of Sneha (corner people face the centre; side-middle people face outward).
  6. Farhan sits 3rd to the left of Imran (corner people face the centre; side-middle people face outward).
  7. Harsh does NOT sit at any corner of the table.

Question: Determine the arrangement.

Reveal the answer

Answer: Divya, Farhan, Lata, Rohan, Karan, Harsh, Imran, Sneha (clockwise; position 1 is a corner, so odd positions are corners and even positions are side-middles).

Corner 1DivyaSide 2FarhanCorner 3LataSide 4RohanCorner 5KaranSide 6HarshCorner 7ImranSide 8Sneha
  • Start: 10080 distinct seatings (up to rotating the square frame) of 8 people — 4 at corners, 4 at the middle of the sides. Numbering clockwise from a corner, seats 1, 3, 5, 7 are the corners and 2, 4, 6, 8 the side-middles.
  • Clue 3 — "Farhan sits next to Divya." narrows it to 2880 possibilities. Frame (clockwise from corner seat 1): _ · _ · _ · _ · _ · _ · _ · _
  • Clue 7 — "Harsh does NOT sit at any corner of the table." narrows it to 1440 possibilities. Frame (clockwise from corner seat 1): _ · _ · _ · _ · _ · _ · _ · _
  • Clue 1 — "Rohan does NOT sit next to Harsh." narrows it to 960 possibilities. Frame (clockwise from corner seat 1): _ · _ · _ · _ · _ · _ · _ · _
  • Clue 2 — "Harsh sits 3rd to the left of Lata (corner people face the centre; side-middle people face outward)." narrows it to 120 possibilities. Frame (clockwise from corner seat 1): _ · _ · _ · _ · _ · _ · _ · _
  • Clue 4 — "Harsh sits 2nd to the left of Sneha (corner people face the centre; side-middle people face outward)." narrows it to 12 possibilities. Frame (clockwise from corner seat 1): _ · _ · _ · _ · _ · _ · _ · _
  • Clue 5 — "Karan sits 3rd to the left of Sneha (corner people face the centre; side-middle people face outward)." ⇒ Lata → seat 3 (a corner), Rohan → seat 4 (a side-middle), Harsh → seat 6 (a side-middle), Sneha → seat 8 (a side-middle), Imran → seat 7 (a corner), Karan → seat 5 (a corner) (2 possibilities left). Frame (clockwise from corner seat 1): _ · _ · Lata · Rohan · Karan · Harsh · Imran · Sneha
  • Clue 6 — "Farhan sits 3rd to the left of Imran (corner people face the centre; side-middle people face outward)." ⇒ Farhan → seat 2 (a side-middle), Divya → seat 1 (a corner) (1 possibility left). Frame (clockwise from corner seat 1): Divya · Farhan · Lata · Rohan · Karan · Harsh · Imran · Sneha
  • Exactly one seating (up to rotation) survives every clue: Divya, Farhan, Lata, Rohan, Karan, Harsh, Imran, Sneha clockwise, seat 1 being a corner.

How to crack square seating puzzles faster

FAQ

What is the seating order around this square table?
The order clockwise is: Divya, Farhan, Lata, Rohan, Karan, Harsh, Imran, Sneha, starting from a corner. Relative positions are what matter — any rotation of the square that keeps corners on corners is the same answer.

How do you solve square table seating arrangement puzzles?
Mark the 8 seats (4 corners, 4 side-middles) and place the corner/middle clues first. Then apply left/right clues, checking each person's facing direction — a person facing outward has left and right reversed compared to someone facing the centre.

Learn the method for this puzzle type

This post is one worked example. The topic page for circular and square seating carries the full method, the clue-wording table, the mistakes that cost marks and more practice questions.

Read the full method → · All reasoning topics

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