These questions are based on the following information. Each...

These questions are based on the following information. Each of six persons - Pavan, Raman, Kiran, Charan, Shravan and Rajan stay in a different floor of a six storied $\left(1^{\mathrm{st}}, 2^{\mathrm{nd}}, 3^{\mathrm{rd}}, 4^{\mathrm{t}}, 5^{\mathrm{t}}\right.$, and $6^{\text {th }}$ from bottom to top respectively) building. I. Raman stays above Kiran but below Charan. II. Pavan stays below Rajan but above Shravan. III. Kiran stays above Pavan but below Raman who stays above Rajan. If one person stays in between Pavan and Kiran then who stays in the $3^{\text {nd }}$ floor? (A) Shravan (B) Pavan (C) Rajan (D) Charan

These questions are based on the following information.

Each of six persons - Pavan, Raman, Kiran, Charan, Shravan and Rajan stay in a different floor of a six storied $\left(1^{\mathrm{st}}, 2^{\mathrm{nd}}, 3^{\mathrm{rd}}, 4^{\mathrm{t}}, 5^{\mathrm{t}}\right.$, and $6^{\text {th }}$ from bottom to top respectively)
building.
I. Raman stays above Kiran but below Charan.
II. Pavan stays below Rajan but above Shravan.
III. Kiran stays above Pavan but below Raman who stays above Rajan.
If one person stays in between Pavan and Kiran then who stays in the $3^{\text {nd }}$ floor?
(A) Shravan
(B) Pavan
(C) Rajan
(D) Charan

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Key Concepts

Relative Ordering

Relative ordering is the process of arranging items based on their positions relative to one another rather than on fixed, predefined positions. This approach is crucial when the problem dynamics involve comparisons such as one item being above or below another.

Intermediate Position Concept

The intermediate position concept focuses on identifying when one element must fall between two others, thereby further limiting the possible arrangements. This technique is vital for narrowing down the solution space in ordering puzzles.

Logical Deduction

Logical deduction involves using given information and constraints to infer unknown values or positions. It requires carefully analyzing conditions and systematically ruling out impossibilities to arrive at the correct arrangement or solution.

Constraint Satisfaction

Constraint satisfaction is a problem-solving method where a set of restrictions or conditions must be met simultaneously. In ordering or arrangement problems, this concept helps in setting up valid assignments by ensuring all relative and absolute conditions are fulfilled.

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