Learn
The number of shapes in each cell increases or decreases systematically.
Count patterns involve the quantity of shapes changing across rows or down columns. A cell might contain 1, 2, or 3 identical shapes, with the count following a predictable progression.
Cell count = base_count + (position × count_step)
- 1 circle → 2 circles → 3 circles across a row
- Single shape in row 1, pairs in row 2, triplets in row 3
- Count increases from left to right in each row
How to recognize it
- Count the shapes in each cell
- Look for consistent increases (1→2→3)
- Check if the pattern applies to rows or columns
Common mistakes
- Focusing only on shape type, ignoring quantity
- Assuming all cells have one shape
- Missing the count pattern when shapes overlap
Step-by-step walkthrough
In a 3x3 matrix, the number of shapes increases across each row. Row 3 shows: 1 circle, 2 circles, ?. How many circles belong in the missing cell?
- Count the shapes in row 3, cell 1
- Count the shapes in row 3, cell 2
- Identify the counting pattern
- Apply the pattern to find the next count
Answer: 3 circles