Concentric Circles Arrangement

Concentric Circles Arrangement problems involve two or more circular rings where persons sit in inner and outer circles, typically facing the center. Persons in different circles may face each other across the rings. These problems test complex circular reasoning with multiple layers.

10Worksheets
200+Practice Questions
AdvancedDifficulty
3-4 hoursHours to Master

Introduction to Concentric Circles Arrangement

Concentric Circles Arrangement problems involve two or more circular rings where persons sit in inner and outer circles, typically facing the center. Persons in different circles may face each other across the rings. These problems test complex circular reasoning with multiple layers.

Prerequisites

Circular arrangement basics Understanding of facing relationships across circles Opposite positions in circles Inter-circle relationships
Why This Matters: Concentric Circles problems appear in 0-1 questions in advanced Banking PO exams. They test multi-layer circular reasoning.

How to Solve Concentric Circles Arrangement Problems

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Step 1: Draw inner circle and outer circle with positions

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Step 2: Note facing directions (typically both face center)

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Step 3: Identify which positions face each other across circles

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Step 4: Place definite positions in either circle

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Step 5: Apply inter-circle clues: 'X faces Y' means aligned positions

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Step 6: Apply within-circle clues using circular logic

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Step 7: Fill remaining positions and verify

Pro Strategy: Draw both circles with positions aligned radially. Understand that persons face center in both circles, so persons in same radial line face each other. Use circular logic for each circle independently.

Example Problem

Example: Inner circle has 4 persons, outer circle has 6 persons (2 empty). All face center. A in inner circle faces B in outer circle. C sits opposite to A in inner circle. Who sits opposite to D in inner circle? Solution: Step 1: Inner circle positions I1-I4 clockwise, outer O1-O6 clockwise Step 2: A faces B → A and B aligned radially Step 3: C opposite to A in inner circle → C at opposite position Step 4: In 4-person inner circle, opposite pairs are I1↔I3, I2↔I4 Step 5: D opposite to someone determined by arrangement Answer: Person opposite to D in inner circle

Pro Tips & Tricks

  • Practice regularly to build speed and accuracy
  • Understand the concept before memorizing formulas
  • Start with easier problems and gradually increase difficulty

Ready to Master Concentric Circles Arrangement?

Start with Worksheet 1 and work your way up to expert level! Each worksheet includes:

20 practice questions
Detailed solutions
Step-by-step explanations
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