Tips Flashcards
7 cards from real Abstract Reasoning practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.
Read the first 7 Tips flashcards as text
When you're stuck on an abstract reasoning question, which strategy is most effective as a first step?
Answer: Focus on the simplest pattern element first, such as shape count or color
Starting with the simplest visual attribute (like number of shapes) helps anchor your analysis before tackling more complex rules.
In a series where shapes alternate between filled and outline versions, what does this indicate?
Answer: There is an alternating fill pattern that likely continues
Alternating fill (solid vs. outline) is a common abstract reasoning rule that typically continues in a predictable on/off cycle.
How should you handle a matrix question where you notice two different rules operating simultaneously?
Answer: Apply both rules together to find the answer that satisfies each
Matrix questions often combine two independent rules (e.g., rotation + color change), and the correct answer must satisfy all active rules.
When a sequence shows shapes increasing by one each step (1, 2, 3, 4…), which answer should you expect next in a 6-panel series?
Answer: 5 shapes
A consistent +1 increment pattern means the fifth panel should contain 5 shapes, following the established arithmetic sequence.
Which tip best helps you avoid the common mistake of misreading rotational patterns?
Answer: Use a consistent reference point, like a specific corner of the shape, to track rotation
Anchoring your eye to one feature of a shape (like a pointed tip) makes it much easier to accurately measure rotation between panels.
If every panel in a row contains the same shapes but their positions shift, which rule is most likely operating?
Answer: Translation (movement) rule
When shapes remain identical but their location within the panel changes, a translation or positional shift rule is at work.
Why is it important to check whether a pattern rule applies across rows, columns, OR diagonals in a 3x3 matrix?
Answer: Because the rule direction determines which answer is correct and overlooking one direction can lead to a wrong choice
Abstract reasoning matrices can encode rules in any direction, so checking all three (row, column, diagonal) ensures you don't miss the governing logic.