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Row Seating Reasoning Puzzle for IBPS PO — Divya, Karan, Neha, Sanjay, Rahul

2026-08-08 Medium · 4 clues · 5 people IBPS PO · SBI Clerk · SSC

The puzzle

Divya, Karan, Neha, Sanjay, Rahul — sit in a single row, all facing north — seat 1 is the far-left end and seat 5 is the far-right end. Using the clues below, work out the arrangement.

  1. Neha sits immediately to the left of Divya.
  2. Exactly 3 people sit between Divya and Sanjay.
  3. Exactly 1 person sits between Karan and Neha.
  4. Rahul sits somewhere to the left of Neha.

Question: Determine the arrangement.

Reveal the answer

Answer: Sanjay, Karan, Rahul, Neha, Divya (left to right).

Seat 1SanjaySeat 2KaranSeat 3RahulSeat 4NehaSeat 5Divya
  • Start: 120 possible left-to-right orders of 5 people.
  • Clue 1 — "Neha sits immediately to the left of Divya." narrows it to 24 possibilities. Board (left → right): _ · _ · _ · _ · _
  • Clue 2 — "Exactly 3 people sit between Divya and Sanjay." ⇒ Divya → seat 5, Neha → seat 4, Sanjay → seat 1 (2 possibilities left). Board (left → right): Sanjay · _ · _ · Neha · Divya
  • Clue 3 — "Exactly 1 person sits between Karan and Neha." ⇒ Karan → seat 2, Rahul → seat 3 (1 possibility left). Board (left → right): Sanjay · Karan · Rahul · Neha · Divya
  • Exactly one order survives every clue: Sanjay, Karan, Rahul, Neha, Divya (left to right).

How to crack row seating puzzles faster

FAQ

Who sits in the middle (seat 3) in this seating arrangement?
Rahul sits in seat 3. The full order: Sanjay, Karan, Rahul, Neha, Divya (left to right).

How do you solve linear seating arrangement puzzles for bank exams?
Fix direct positions first (far-left / far-right ends), then apply relative clues (left of, immediately left, exactly k between). Eliminate impossible orders until a single arrangement satisfies every clue.

Learn the method for this puzzle type

This post is one worked example. The topic page for linear seating arrangement 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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