Square Arrangement Reasoning for RBI Office Attendant 2026: Tricks & Practice Questions

Square Arrangement Reasoning for RBI Office Attendant 2026 is an important topic in the reasoning section that often confuses candidates due to direction-based logic. In this arrangement, people are seated at the four corners or the four sides of a square, making it different from circular seating. 

 The key challenge lies in understanding who is facing inside or outside, as this changes left and right positions completely. Questions usually include multiple conditions that must be applied step by step. With clear concepts and regular practice of different square configurations, this topic can become a high-scoring area in the RBI Office Attendant 2026 exam.

Square Arrangement Reasoning for RBI Office Attendant 2026

Square Arrangement Reasoning for RBI Office Attendant 2026 includes seating people at the corners and sides of a square with different facing directions.

Since direction changes left–right logic, careful analysis is required. To understand common patterns, rules, and solved examples, check below and strengthen your reasoning preparation effectively.

Fundamentals of Square & Rectangular Arrangements

Square Arrangement is closely related to Circular Arrangement, sharing some core properties but with distinct differences in person placement. It is often considered a "cousin" of Circular Arrangement, as it uses the same concepts of inside and outside facing, but applies them to a different geometry. 

(Remember 'cousin' to link its shared facing rules with a distinct geometric setup).

Comparative Analysis: Square vs. Circular Arrangements

The fundamental rules for determining left and right remain consistent, whether individuals are seated around a square or a circle.

The key difference lies in person placement. Unlike a circle, a square or rectangle has distinct locations for seating: Corners (also called vertices) and Sides (also called edges). The problem statement will always specify where individuals are seated.

Common Seating Configurations

Two primary configurations are frequently encountered in square and rectangular arrangement problems:

1. People at Corners and Sides:

• This is a standard setup, typically involving a total of eight people.

• Four people sit at the four corners, and four people sit in the middle of the four sides.

• The direction they face (inside or outside) will always be specified.

• Example Scenario: "Four people at the corners face outside, and four people at the middle of the sides face inside."

2. People on Sides Only:

• In some cases, no one is seated at the corners.

• Eight people might be seated around the square, with two people on each side.

For rectangular tables, problems may differentiate between larger sides and shorter sides for individual placements, requiring careful attention to these distinctions.

Worked Example 1: Corners-Out, Sides-In

Problem Statement

Eight girls (A, B, C, D, E, F, G, H) are seated around a square table. Four sit at the corners, facing outside, and four sit in the middle of the sides, facing inside.

Logical Derivations

To solve this, parallel cases are often used to address initial ambiguities. The condition "Between A and E, only three girls are seated" implies A and E sit opposite each other. This establishes two main cases:

• Case 1: A is on a side (facing inside), so E is on the opposite side.

• Case 2: A is at a corner (facing outside), so E is at the opposite corner.

 Further deductions follow:

• "C does not face away from the center" means C must face inside, placing C on a side.

• "E is third from the left of D" helps determine D's position relative to E in each case.

• "When counting from the right of A, the number of girls between D and A is the same as the number of girls between E and H" is used to place H.

• "The girl who is second from the left of H is sitting opposite to B" helps place B.

• Finally, "F is sitting adjacent to the girl who is second from the left of G" and "Between G and A, at least one girl is seated" are linked conditions. These conditions, when applied, usually invalidate one of the initial cases, leading to the unique final arrangement.

Final Arrangement

• Corners (Facing Out): H, B, D, G

• Sides (Facing In): A, F, E, C

Question & Answer

Question: How many girls are sitting between A and H when counted from the right of H?

• Analysis: H is at a corner, facing outside. Counting to the right of H (clockwise) towards A, we find four people: G, D, B, C.

• Answer: Four

Worked Example 2: Corners-In, Sides-Out

Problem Statement

Eight people (K, L, M, N, O, P, Q, R) are seated around a square table. Four sit at the corners, facing inside, and four sit in the middle of the sides, facing outside.

Logical Derivations

The condition "K faces inside" provides a definite starting point, confirming K must be at a corner.

• "Two persons are sitting between R and K" generates two possible positions for R, leading to two parallel cases.

• "M sits second to the right of K" fixes M's position in both cases.

• "O is neither a neighbor of R nor M" helps identify possible locations for O, eliminating some options.

• "Q sits third to the right of O" allows Q to be placed once O is confirmed.

• "Only one person sits between L and O" fixes L's position.

• At this stage, one of the initial cases is typically eliminated because a subsequent condition, such as "N is a neighbor of L," cannot be satisfied. The remaining valid case is then fully solved by placing N and finally P based on "P third to the right of N."

Final Arrangement

• Corners (Facing In): K, P, O, L

• Sides (Facing Out): R, M, N, Q

Question & Answer

Question: What is the position of Q with respect to P?

• Analysis: Starting from P, moving towards Q, Q is third to the left of P.

• Answer: Third to the left

Worked Example 3: Sides-In, Corners-Out

Problem Statement

Eight people are seated around a square table. Four sit in the middle of the sides, facing inside, and four sit at the corners, facing outside.

Logical Derivations

The problem starts with a specific configuration: side-sitters face in, and corner-sitters face out.

• A "core block" can be established from linked conditions like "T sits third to the right of V" and "W sits immediate right of T." This creates a relative arrangement of V, T, and W.

• "Q faces W" is a powerful constraint, indicating Q and W are opposite each other, which helps anchor the core block onto the table.

• "P sits opposite to S" establishes another pair of opposite individuals.

• Finally, "R, who is an immediate neighbor of P," combined with "Two persons sit between P and U," allows for the sequential placement of P, R, S, and U, completing the arrangement. These conditions often help validate one possible arrangement over others.

Final Arrangement

• Corners (Facing Out): V, P, Q, U

• Sides (Facing In): W, R, S, T

Question & Answer

Question: How many persons are sitting between P and V when counted from the left of P?

• Analysis: P is at a corner, facing outside. Counting from the left of P (anti-clockwise) towards V, there are three people: R, W, T.

• Answer: Three