Raven's Progressive Matrices Test Raven's Progressive Matrices Simultaneous Rule Application 5

Question 1

A matrix has two rules: the number of sides of the shape decreases by one per column (starting at 6 sides), AND the shape's shading rotates through a 3-step cycle per row. Row 1, Col 1 is a lightly shaded hexagon. What is Row 2, Col 3?

Accepted Answer

A medium-shaded square

Answer

Column 3 gives a shape with 4 sides (6−2=4, a square), and row 2 advances shading one step to medium, yielding a medium-shaded square.

Question 2

If a solver correctly applies rule 1 but misidentifies rule 2 in a two-rule matrix, the probability of selecting the correct answer from 8 choices (standard APM format) is approximately:

Accepted Answer

1 in 8 (random chance), since the misidentified rule does not constrain the choice correctly

Answer

With one rule correctly applied, some distractors are eliminated, but a misidentified second rule could point to any remaining option, effectively reducing to chance among those survivors — approximating 1 in 8 overall.

Question 3

In a matrix where rule 1 adds an element each row AND rule 2 rotates all elements 45° each column, a solver sees 2 elements at 45° in row 2, column 2. What is in row 3, column 3?

Accepted Answer

3 elements each rotated 90° from their original orientation

Answer

Row 3 adds one more element (total 3), and column 3 rotates all elements another 45° (total 90° from original), giving 3 elements at 90°.

Question 4

A matrix has rule A operating left-to-right and rule B operating top-to-bottom. If a test-taker scans only left-to-right to identify the pattern, what error is likely?

Accepted Answer

They will identify rule A but miss rule B, leading to an answer that satisfies the row pattern but violates the column pattern

Answer

Scanning only one direction captures only the rule encoded in that direction; rule B can only be confirmed by also scanning top-to-bottom.

Question 5

Simultaneous rule application in Raven's matrices is thought to correlate strongly with academic success primarily because:

Accepted Answer

Academic tasks often require tracking multiple constraints or principles at the same time to reach a correct conclusion

Answer

Multi-constraint reasoning — holding several rules or principles active simultaneously — is fundamental to complex problem-solving across academic disciplines.

Raven's Progressive Matrices Test Practice Test

Raven's Progressive Matrices Test Practice Test

Raven's Progressive Matrices Test Raven's Progressive Matrices Simultaneous Rule Application 5