✔Figural Matrices – Mixed
1 / 15
In each row, the black color and the white color switch. The second shape reduces size and is put inside of the first shape.
2 / 15
In each row, the big shape which contains most number of small shapes inside is shaded.
3 / 15
Stretch
4 / 15
5 / 15
6 / 15
Rotation inside of the shape.
7 / 15
Rotate 45 and 90 degrees.
8 / 15
It’s like a paper folding. The second figure in each row shows the folded paper and is punched one hole. The third figure is what the paper look like after unfolded.
9 / 15
The arrows always point in the direction of the corner the colored square will move to next. The answer is the last square, and so there wouldn’t be an arrow.
10 / 15
Each row is a subtraction problem. The total number of sides of all the shapes in the first figure minus the total number of sides of all the shapes in the second figure equals the total number of sides of all the shapes of the third figure.
11 / 15
In each low, the third shape from left to tight is also the shape that is rotating 90 degrees around the shapes in the row. Since the small shape moving around the figure in the third row is a triangle, the answer must include a triangle as well.
12 / 15
In each row, the smaller figure in the second figure is taken out and increased in size.
13 / 15
In each row, the reduced size shapes in the first two figures is contained in the third figure.
14 / 15
In each row, the number of sides of the first two shapes added together equals the number of circles in the colored in square. Since the third row has a square and a trapezoid, each 4 sides, the answer must be a colored square with 8 circles.
15 / 15
In each row, there are the same number of sticks in each figure. Each stick goes through only one side.
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