Pattern recognition in a reasoning test means identifying a relationship that organizes the information. The important step is not simply noticing a resemblance. It is checking whether the proposed rule explains the whole pattern.
Use the simplest useful description
In the sequence 6, 10, 14, 18, each term increases by four. That description predicts 22 and explains every displayed transition. You do not need a more elaborate rule to solve the example.
Now consider 3, 6, 5, 10, 9. A constant difference fails. Alternating multiply by two and subtract one explains the transitions, giving 18 next. The change in structure is visible when you examine each step separately.
Visual patterns need the same discipline
A series of arrows might rotate by a quarter turn while a dot changes between two corners. Solving only the arrow movement can leave two plausible options. Treat each feature as a separate stream, then combine the requirements.
For a row of shapes, ask whether the rule concerns count, size, orientation, shading, position or a relationship between objects. Avoid assuming the most visually striking change is the only relevant one.
Keep a rule-testing order
- Check direct repetition and simple differences.
- Look for alternating operations or separate streams.
- Compare relationships between rows or groups.
- Verify the rule against every provided term.
This is a search routine, not a guarantee that every puzzle follows one of those patterns. If a candidate rule fails, record the failure mentally and move on rather than forcing it to work.
Review the mistake, not just the answer
After a missed question, identify whether you overlooked a feature, chose a rule too early or made an arithmetic error while applying a correct rule. Those are different problems with different remedies. A useful practice session ends with a clearer method for the next unfamiliar pattern, not just a remembered sequence.