Logical Puzzles

Common puzzle types include: (1) Arrangement puzzles - seating in rows/circles, floors in a building; (2) Assignment puzzles - matching people to attributes (jobs, cities, colours); (3) Scheduling puzzles - days of week, time slots; (4) Comparison puzzles - height, age, marks ranking; (5) Blood relation + profession combinations. Each type requires identifying the framework (grid, table, or diagram) and filling it based on clues.

Create a matrix where rows represent one category (e.g., persons) and columns represent another (e.g., attributes). For N items in each category, you need an NxN grid. Mark ' ' for definite matches and ' ' for definite non-matches. Use the process of elimination: if A=B and B!=C, then A!=C. This systematic approach prevents missing deductions.

Direct clues explicitly state relationships: 'A sits at the extreme left.' Indirect clues require inference: 'A sits second to the right of B who faces north' requires spatial reasoning. Negative clues ('A does not like blue') are equally important - eliminate options rather than select them. Combine multiple clues to find hidden connections.

Linear arrangements have defined ends (leftmost/rightmost positions). Circular arrangements have no fixed starting point - one position is arbitrary. For circular puzzles, note facing directions (all facing centre vs alternating in/out). In linear puzzles with two rows, clarify if people face each other or the same direction. Always fix one element based on a definite clue, then build around it.

Clues like 'Either A is in Mumbai or B is in Kolkata' create case scenarios. When stuck between possibilities, assume one case and check for contradictions. If the assumption leads to a conflict with other clues, the alternative must be true. Keep track of 'at least', 'at most', and 'exactly' conditions carefully - they often unlock critical deductions.