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Shape Morphing and Size Transformation Flashcards

6 cards from real Raven's Progressive Matrices Test practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

Read the first 6 Shape Morphing and Size Transformation flashcards as text
  1. A matrix shows one separate shape per cell in row 1, two shapes in row 2, and three shapes in row 3. How many shapes appear in each cell of the missing row 3?

    Answer: Three

    Row 3 consistently shows three shapes across all columns, matching the row's defining count.

  2. A matrix shows shapes halving in size per column: large in column 1, medium in column 2, and small in column 3. The missing figure is in column 3, row 1. What size is it?

    Answer: Small

    The halving size rule applies to every row, making all column 3 figures small.

  3. A matrix shows shapes with smooth edges in column 1, jagged edges in column 2, and spiky edges in column 3. The missing cell is in column 3, row 3. What type of edges does it have?

    Answer: Spiky

    Column 3 consistently displays spiky edges throughout the matrix, as edge style is determined by column.

  4. In a matrix, corner rounding increases per column: sharp corners in column 1, slightly rounded corners in column 2, and fully circular corners in column 3. What do all column 3 cells consistently show?

    Answer: Fully circular corners

    Column 3 always shows maximally rounded (fully circular) corners throughout the matrix.

  5. A matrix shows internal lines increasing per row: 0 lines in row 1, 1 line in row 2, and 2 lines in row 3. The missing cell is in row 3, column 2. How many internal lines does it have?

    Answer: Two

    Row 3 consistently contains 2 internal lines across all columns, as line count is defined by row.

  6. In a matrix, identical shapes rotate 45° clockwise per column: 0° in column 1, 45° in column 2, and ___ in column 3?

    Answer: 90°

    Each column adds a 45° clockwise rotation, so column 3 shows the shape rotated a total of 90°.

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