Raven's Progressive Matrices Test Raven's Progressive Matrices Logical Figure Operations 2

Question 1

In a 3×3 matrix, each row contains a circle, a square, and a triangle. Each column contains a large, medium, and small version. The bottom-right cell is missing. What belongs there?

Accepted Answer

Small triangle

Answer

Each shape appears once per row and once per column, and each size appears once per column, so the missing cell must be a small triangle.

Question 2

A figure operation adds one dot inside a shape with each step. Step 1 has 1 dot, Step 2 has 2 dots, Step 3 has 3 dots. How many dots does Step 5 have?

Accepted Answer

5

Answer

The pattern increases by one dot per step, so Step 5 contains exactly 5 dots.

Question 3

Each row of a matrix shows a shape that rotates 45° clockwise with each move to the right. If the first cell shows an arrow pointing up, what does the third cell show?

Accepted Answer

Arrow pointing right

Answer

Two 45° clockwise rotations equal a 90° total rotation, turning an upward arrow to point right.

Question 4

In a matrix, a black shape in the left cell becomes a white (outline-only) shape in the right cell. If the left cell has a black pentagon, what is the right cell?

Accepted Answer

White pentagon

Answer

The transformation rule converts filled black shapes to outline-only (white) shapes of the same type.

Question 5

A 3×3 matrix uses three patterns: horizontal stripes, vertical stripes, and solid fill. Each pattern appears exactly once per row and once per column. The center cell has horizontal stripes; the top-right has vertical stripes. What pattern is in the bottom-right?

Accepted Answer

Horizontal stripes

Answer

The bottom row must contain all three patterns; since solid fill and vertical stripes are elsewhere in that row, horizontal stripes must fill the bottom-right.

Raven's Progressive Matrices Test Practice Test

Raven's Progressive Matrices Test Practice Test

Raven's Progressive Matrices Test Raven's Progressive Matrices Logical Figure Operations 2