Circular seating
Circular seating arrangement questions — free, verified practice
Circular seating arrangement questions place people around a table and ask who sits where, using clues about immediate neighbours, gaps and who sits opposite whom. Because a circle has no ends, fix one person's seat yourself and read every other clue relative to them. Get the facing direction right first: when everyone faces the centre, a person's left is clockwise.
Circular seating — many papers write it as simply “circle arrangement” — appears in almost every IBPS and SBI prelims paper, usually as a set of five questions, and it is graded harder than a row of the same size because there is no end to anchor against. The single most expensive error is not a logical one — it is getting left and right backwards on the very first clue.
How to solve circular seating arrangement questions
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Settle the facing direction before anything else
When everyone faces the centre, a person's left is the clockwise direction and their right is anticlockwise. If a clue says someone faces outward, their left and right are reversed — mark that person on your diagram immediately.
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Fix one person and work relative to them
A circle has no absolute seat, so the arrangement is only determined up to rotation. Place any one named person at the top of your diagram and treat that as fixed; nothing is lost, because every clue is relative anyway.
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Use exact-offset clues as your anchors
“B sits third to the left of A” pins B exactly once A is placed. These are the circular equivalent of an end-of-row clue and should be applied before any “sits next to” clue.
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Place opposite clues early when the count is even
With an even number of seats, “A sits directly opposite B” fixes B the moment A is down. With an odd number, no seat is directly opposite another, so such a clue cannot appear.
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Count gaps the short way round
“Exactly two people sit between A and B” is normally read along the shorter arc. Check both arcs when the count leaves it ambiguous, and carry both as cases if the question genuinely allows either.
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Re-check every clue on the completed circle
Walk the clue list once against your finished table, paying particular attention to each left and right. A circle that satisfies every clue but one is a wrong answer to all five questions.
Reading direction around the table
Reading direction around the table
| Situation | What it means |
| Everyone faces the centre | Left is clockwise; right is anticlockwise |
| A person faces outward | That person's left and right are reversed |
| “B is second to the left of A” | Move two seats clockwise from A (all facing centre) |
| “A sits directly opposite B” | Only possible with an even number of seats |
| “Exactly two sit between A and B” | Counted along the shorter arc unless stated otherwise |
| No clue names an absolute seat | Normal — fix one person yourself and work relative |
Practise circular seating arrangement questions right now
Every question below was generated by the same engine that mints the Deduce daily puzzle, and machine-proven to have exactly one correct answer before it reached this page. The walkthrough is the engine's own, step for step.
Question 1
7 people sit around a round table, all facing the centre.
- Nikhil sits 3rd to the left of Esha (all facing the centre).
- Yash sits 3rd to the right of Divya (all facing the centre).
- Zoya sits 3rd to the left of Nikhil (all facing the centre).
- Farhan sits 2nd to the right of Esha (all facing the centre).
- Divya sits 2nd to the left of Jaya (all facing the centre).
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Divya at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Nikhil sits 3rd to the left of Esha (all facing the centre)." narrows it to 120 possibilities. Table (clockwise from Divya): Divya · _ · _ · _ · _ · _ · _
- Clue 2 — "Yash sits 3rd to the right of Divya (all facing the centre)." ⇒ Yash → seat 5 (24 possibilities left). Table (clockwise from Divya): Divya · _ · _ · _ · Yash · _ · _
- Clue 3 — "Zoya sits 3rd to the left of Nikhil (all facing the centre)." narrows it to 6 possibilities. Table (clockwise from Divya): Divya · _ · _ · _ · Yash · _ · _
- Clue 4 — "Farhan sits 2nd to the right of Esha (all facing the centre)." ⇒ Jaya → seat 6, Esha → seat 4, Zoya → seat 3, Nikhil → seat 7, Farhan → seat 2 (1 possibility left). Table (clockwise from Divya): Divya · Farhan · Zoya · Esha · Yash · Jaya · Nikhil
- Exactly one seating (up to rotation) survives every clue: Divya, Farhan, Zoya, Esha, Yash, Jaya, Nikhil clockwise.
Question 2
7 people sit around a round table, all facing the centre.
- Zoya sits immediately to the right of Karan (all facing the centre).
- Exactly 2 people sit between Bhavna and Manish (the shorter way).
- Zoya sits immediately to the left of Manish (all facing the centre).
- Exactly 1 person sits between Gauri and Manish (the shorter way).
- Exactly 1 person sits between Karan and Anjali (the shorter way).
- Gauri sits next to Tanvi.
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Anjali at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Zoya sits immediately to the right of Karan (all facing the centre)." narrows it to 120 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 3 — "Zoya sits immediately to the left of Manish (all facing the centre)." narrows it to 24 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 2 — "Exactly 2 people sit between Bhavna and Manish (the shorter way)." narrows it to 12 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 4 — "Exactly 1 person sits between Gauri and Manish (the shorter way)." narrows it to 4 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 5 — "Exactly 1 person sits between Karan and Anjali (the shorter way)." ⇒ Karan → seat 6, Bhavna → seat 7, Gauri → seat 2, Manish → seat 4, Zoya → seat 5, Tanvi → seat 3 (1 possibility left). Table (clockwise from Anjali): Anjali · Gauri · Tanvi · Manish · Zoya · Karan · Bhavna
- Exactly one seating (up to rotation) survives every clue: Anjali, Gauri, Tanvi, Manish, Zoya, Karan, Bhavna clockwise.
Question 3
7 people sit around a round table, all facing the centre.
- Uma sits 2nd to the left of Zoya (all facing the centre).
- Nikhil sits 3rd to the left of Farhan (all facing the centre).
- Anjali sits immediately to the right of Yash (all facing the centre).
- Uma sits 3rd to the right of Yash (all facing the centre).
- Uma sits next to Pooja.
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Anjali at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Uma sits 2nd to the left of Zoya (all facing the centre)." narrows it to 120 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 2 — "Nikhil sits 3rd to the left of Farhan (all facing the centre)." narrows it to 18 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 3 — "Anjali sits immediately to the right of Yash (all facing the centre)." ⇒ Yash → seat 2 (3 possibilities left). Table (clockwise from Anjali): Anjali · Yash · _ · _ · _ · _ · _
- Clue 4 — "Uma sits 3rd to the right of Yash (all facing the centre)." ⇒ Farhan → seat 7, Uma → seat 6, Pooja → seat 5, Zoya → seat 4, Nikhil → seat 3 (1 possibility left). Table (clockwise from Anjali): Anjali · Yash · Nikhil · Zoya · Pooja · Uma · Farhan
- Exactly one seating (up to rotation) survives every clue: Anjali, Yash, Nikhil, Zoya, Pooja, Uma, Farhan clockwise.
Question 4
7 people sit around a round table, all facing the centre.
- Harsh sits 2nd to the right of Zoya (all facing the centre).
- Zoya sits 3rd to the left of Meera (all facing the centre).
- Meera sits next to Aditi.
- Exactly 2 people sit between Harsh and Bhavna (the shorter way).
- Kiran sits 2nd to the left of Zoya (all facing the centre).
- Farhan sits 2nd to the left of Meera (all facing the centre).
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Aditi at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Harsh sits 2nd to the right of Zoya (all facing the centre)." narrows it to 120 possibilities. Table (clockwise from Aditi): Aditi · _ · _ · _ · _ · _ · _
- Clue 2 — "Zoya sits 3rd to the left of Meera (all facing the centre)." narrows it to 24 possibilities. Table (clockwise from Aditi): Aditi · _ · _ · _ · _ · _ · _
- Clue 5 — "Kiran sits 2nd to the left of Zoya (all facing the centre)." narrows it to 6 possibilities. Table (clockwise from Aditi): Aditi · _ · _ · _ · _ · _ · _
- Clue 6 — "Farhan sits 2nd to the left of Meera (all facing the centre)." narrows it to 2 possibilities. Table (clockwise from Aditi): Aditi · _ · _ · _ · _ · _ · _
- Clue 4 — "Exactly 2 people sit between Harsh and Bhavna (the shorter way)." ⇒ Meera → seat 2, Kiran → seat 7, Farhan → seat 4, Harsh → seat 3, Zoya → seat 5, Bhavna → seat 6 (1 possibility left). Table (clockwise from Aditi): Aditi · Meera · Harsh · Farhan · Zoya · Bhavna · Kiran
- Exactly one seating (up to rotation) survives every clue: Aditi, Meera, Harsh, Farhan, Zoya, Bhavna, Kiran clockwise.
Question 5
7 people sit around a round table, all facing the centre.
- Sneha sits immediately to the left of Manish (all facing the centre).
- Vikram sits immediately to the right of Chetan (all facing the centre).
- Sneha sits 2nd to the left of Anjali (all facing the centre).
- Arjun sits 3rd to the left of Sneha (all facing the centre).
- Anjali sits immediately to the left of Geeta (all facing the centre).
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Anjali at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Sneha sits immediately to the left of Manish (all facing the centre)." narrows it to 120 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 2 — "Vikram sits immediately to the right of Chetan (all facing the centre)." narrows it to 24 possibilities. Table (clockwise from Anjali): Anjali · _ · _ · _ · _ · _ · _
- Clue 3 — "Sneha sits 2nd to the left of Anjali (all facing the centre)." ⇒ Sneha → seat 3, Manish → seat 2 (6 possibilities left). Table (clockwise from Anjali): Anjali · Manish · Sneha · _ · _ · _ · _
- Clue 4 — "Arjun sits 3rd to the left of Sneha (all facing the centre)." ⇒ Arjun → seat 6, Vikram → seat 4, Chetan → seat 5, Geeta → seat 7 (1 possibility left). Table (clockwise from Anjali): Anjali · Manish · Sneha · Vikram · Chetan · Arjun · Geeta
- Exactly one seating (up to rotation) survives every clue: Anjali, Manish, Sneha, Vikram, Chetan, Arjun, Geeta clockwise.
Question 6
7 people sit around a round table, all facing the centre.
- Esha sits 3rd to the left of Aditi (all facing the centre).
- Anjali sits 2nd to the left of Esha (all facing the centre).
- Omkar sits immediately to the right of Esha (all facing the centre).
- Vikram sits 3rd to the right of Manish (all facing the centre).
- Neha sits 3rd to the right of Omkar (all facing the centre).
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Aditi at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Esha sits 3rd to the left of Aditi (all facing the centre)." ⇒ Esha → seat 4 (120 possibilities left). Table (clockwise from Aditi): Aditi · _ · _ · Esha · _ · _ · _
- Clue 2 — "Anjali sits 2nd to the left of Esha (all facing the centre)." ⇒ Anjali → seat 6 (24 possibilities left). Table (clockwise from Aditi): Aditi · _ · _ · Esha · _ · Anjali · _
- Clue 3 — "Omkar sits immediately to the right of Esha (all facing the centre)." ⇒ Omkar → seat 3 (6 possibilities left). Table (clockwise from Aditi): Aditi · _ · Omkar · Esha · _ · Anjali · _
- Clue 4 — "Vikram sits 3rd to the right of Manish (all facing the centre)." ⇒ Vikram → seat 2, Neha → seat 7, Manish → seat 5 (1 possibility left). Table (clockwise from Aditi): Aditi · Vikram · Omkar · Esha · Manish · Anjali · Neha
- Exactly one seating (up to rotation) survives every clue: Aditi, Vikram, Omkar, Esha, Manish, Anjali, Neha clockwise.
Question 7
7 people sit around a round table, all facing the centre.
- Jaya sits 3rd to the right of Yash (all facing the centre).
- Aditi sits 3rd to the left of Yash (all facing the centre).
- Imran sits 2nd to the left of Yash (all facing the centre).
- Exactly 2 people sit between Esha and Jaya (the shorter way).
- Rohan sits 3rd to the left of Imran (all facing the centre).
- Sanjay sits immediately to the left of Rohan (all facing the centre).
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Aditi at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Jaya sits 3rd to the right of Yash (all facing the centre)." narrows it to 120 possibilities. Table (clockwise from Aditi): Aditi · _ · _ · _ · _ · _ · _
- Clue 2 — "Aditi sits 3rd to the left of Yash (all facing the centre)." ⇒ Yash → seat 5, Jaya → seat 2 (24 possibilities left). Table (clockwise from Aditi): Aditi · Jaya · _ · _ · Yash · _ · _
- Clue 3 — "Imran sits 2nd to the left of Yash (all facing the centre)." ⇒ Imran → seat 7 (6 possibilities left). Table (clockwise from Aditi): Aditi · Jaya · _ · _ · Yash · _ · Imran
- Clue 5 — "Rohan sits 3rd to the left of Imran (all facing the centre)." ⇒ Rohan → seat 3 (2 possibilities left). Table (clockwise from Aditi): Aditi · Jaya · Rohan · _ · Yash · _ · Imran
- Clue 6 — "Sanjay sits immediately to the left of Rohan (all facing the centre)." ⇒ Esha → seat 6, Sanjay → seat 4 (1 possibility left). Table (clockwise from Aditi): Aditi · Jaya · Rohan · Sanjay · Yash · Esha · Imran
- Exactly one seating (up to rotation) survives every clue: Aditi, Jaya, Rohan, Sanjay, Yash, Esha, Imran clockwise.
Question 8
7 people sit around a round table, all facing the centre.
- Jaya sits immediately to the left of Lata (all facing the centre).
- Lata sits next to Pooja.
- Nikhil sits 2nd to the left of Divya (all facing the centre).
- Exactly 2 people sit between Lata and Divya (the shorter way).
- Karan sits next to Nikhil.
- Yash sits 3rd to the left of Pooja (all facing the centre).
Can you work out who sits in each seat?
Show the worked solution
- Start: 720 distinct seatings (up to rotation) of 7 people around the table. Fix Divya at seat 1 and count clockwise — only rotations of the same seating differ.
- Clue 1 — "Jaya sits immediately to the left of Lata (all facing the centre)." narrows it to 120 possibilities. Table (clockwise from Divya): Divya · _ · _ · _ · _ · _ · _
- Clue 3 — "Nikhil sits 2nd to the left of Divya (all facing the centre)." ⇒ Nikhil → seat 3 (18 possibilities left). Table (clockwise from Divya): Divya · _ · Nikhil · _ · _ · _ · _
- Clue 6 — "Yash sits 3rd to the left of Pooja (all facing the centre)." narrows it to 3 possibilities. Table (clockwise from Divya): Divya · _ · Nikhil · _ · _ · _ · _
- Clue 4 — "Exactly 2 people sit between Lata and Divya (the shorter way)." narrows it to 2 possibilities. Table (clockwise from Divya): Divya · _ · Nikhil · _ · _ · _ · _
- Clue 2 — "Lata sits next to Pooja." ⇒ Jaya → seat 6, Lata → seat 5, Yash → seat 7, Pooja → seat 4, Karan → seat 2 (1 possibility left). Table (clockwise from Divya): Divya · Karan · Nikhil · Pooja · Lata · Jaya · Yash
- Exactly one seating (up to rotation) survives every clue: Divya, Karan, Nikhil, Pooja, Lata, Jaya, Yash clockwise.
More circular seating arrangement questions, with a PDF
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Common mistakes
Getting left and right backwards
This single error invalidates an entire set. Write “left = clockwise” on your diagram before the first clue when everyone faces the centre, and re-check it the moment a clue mentions someone facing outward.
Looking for an anchor that does not exist
There is no end seat in a circle and no clue will hand you an absolute position. Candidates waste a minute searching for one; the correct move is to fix a person arbitrarily and proceed.
Assuming an opposite seat exists
With an odd number of people, nobody sits directly opposite anyone. Count the seats before you try to apply an opposite clue, and treat any reading that requires one as a signal you have misread the seat count.
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FAQ
In circular seating, is left clockwise or anticlockwise?
When everyone faces the centre, a person's left is the clockwise direction and their right is anticlockwise. If a clue states that someone faces outward, that person's left and right are reversed relative to everyone else, so mark them clearly on the diagram before applying any clue about their neighbours.
How do I start when no clue gives an absolute position?
That is the normal case in a circle, not a missing clue. Because the arrangement is only determined up to rotation, you may place any one named person wherever you like and treat that as fixed. Every other clue is relative, so nothing is lost and the puzzle resolves from there.
Why is circular seating harder than a row?
A row has two ends, and a clue naming an end pins an exact seat immediately. A circle has no ends, so no clue is absolute and you must supply the reference point yourself. The circle also adds a facing direction that can reverse left and right, which a single-direction row does not.
Can two people sit directly opposite each other in any circle?
Only when the number of seats is even. With an odd number of people, every seat faces the gap between two others, so no opposite pair exists and no valid question can contain such a clue. Counting the seats first prevents a misread that costs the whole set.
How do I increase speed in circular seating arrangement questions?
Stop hunting for an anchor that does not exist. A circle is fixed only up to rotation, so place any named person at once and start applying clues — hesitating over where to begin is the commonest source of lost minutes in this topic. Mark every facing direction on the diagram before you apply a single left-or-right clue, because finding a reversed person late means re-checking every neighbour clue you have already used.
How do I find the middle neighbours between two people in a circle?
Count seats along the arc and never count the two named people themselves. In a circle of eight all facing the centre, if B sits fourth to the left of A, then moving clockwise from A you pass three seats before you reach B: those three sit between them, and the second of the three is the middle neighbour the question is asking for. Read the gap along the shorter arc unless the clue says otherwise, and carry the longer arc as a second case whenever the seat count leaves it genuinely ambiguous.
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