🇵🇰 PN Cadet · subject

PN Cadet Non-Verbal Intelligence Syllabus

The Non-Verbal Intelligence syllabus for PN Cadet in full: 5 chapters and 15 topics, every one listed below, plus 51 Non-Verbal Intelligence flashcards with answers.

5Chapters
15Topics
51Flashcards

Non-Verbal Intelligence syllabus: all 5 chapters

Expand any chapter to see its topics and sub-topics.

  1. Pattern Completion

    3 topics
    • Series Pattern Completion
    • Matrix Pattern Completion
    • Embedded Figures
  2. Figure Analogies and Classification

    3 topics
    • Shape Analogies
    • Odd Figure Out
    • Figure Grouping
  3. Mirror and Water Images

    3 topics
    • Mirror Images
    • Water Reflections
    • Image of Letters and Numbers
  4. Figure Rotation and Folding

    3 topics
    • Rotated Figures
    • Paper Folding and Cutting
    • Cubes and Dice
  5. Figure Series and Counting

    3 topics
    • Figure Series Continuation
    • Counting Figures
    • Dot Situation Problems

PN Cadet Non-Verbal Intelligence flashcards — 51 questions with answers

  1. In a Series Pattern Completion problem, what is the basic task the candidate must perform?

    Identify the rule governing a sequence of figures and select the figure that logically continues (completes) the series.

  2. Name the three most common types of changes that drive a figure series in Series Pattern Completion.

    Rotation (of the whole figure or its parts), addition/deletion of elements, and movement/displacement of elements (e.g. a dot or line shifting position).

  3. When solving a rotation-based figure series, how do you determine the angle of each step?

    Measure the consistent angular shift between consecutive figures (e.g. 45 or 90 clockwise) and apply the same shift to predict the next figure.

  4. In figure series, what does it mean when an element moves a fixed number of positions each step?

    An element (dot, arrow, line) displaces by a constant number of positions/sides per step, so you extend that same displacement to find the next figure.

  5. What is a Matrix Pattern Completion (matrix reasoning) problem?

    A grid (commonly 3x3) of figures following a rule across rows and columns, with one cell missing; you choose the option that correctly fills the blank.

  6. In a 3x3 matrix problem, in which two directions should the rule be checked?

    Both horizontally (across each row) and vertically (down each column); the correct rule usually holds in both directions.

  7. Give a common rule type found in matrix completion involving combining figures.

    Superimposition/addition: the third figure in a row/column is formed by combining (overlaying) or subtracting the first two figures.

  8. In matrix reasoning, what is the 'count' rule?

    The number of elements (dots, lines, sides) changes by a fixed amount across each row or column, so the missing figure must continue that numerical progression.

  9. What is an Embedded Figures problem?

    A test where a given simple figure is hidden within a larger complex figure, and you must identify which complex figure contains the simple one in its original form.

  10. What is the key rule about how the target figure appears in an Embedded (hidden) Figures problem?

    The simple figure must be present in the same shape, size, and orientation (not rotated or resized) within the complex figure.

  11. What strategy helps locate an embedded figure quickly?

    Trace the outline of the simple figure within each option, focusing on its distinctive angles/corners, and eliminate options where the shape is distorted, resized, or reoriented.

  12. What is a Shape Analogy problem in non-verbal reasoning?

    A problem of the form 'A is to B as C is to ?', where the transformation from figure A to B must be applied to figure C to find the matching figure.

  13. What is the first step in solving a Shape (figure) Analogy?

    Determine the exact relationship/transformation between the first pair (A to B), then apply that identical transformation to the third figure (C).

  14. List three transformation types commonly tested in shape analogies.

    Rotation, reflection (mirror image), and change in size/number of elements (addition, deletion, or shrinking/enlarging).

  15. What is the task in an Odd Figure Out (Classification) problem?

    From a set of figures sharing a common property, identify the single figure that does NOT follow that common rule or characteristic.

  16. Name common bases used to find the odd figure out.

    Number of sides/elements, symmetry, direction of rotation, open vs closed shapes, and curved vs straight lines.

  17. How does Odd Figure Out differ from Figure Grouping?

    Odd Figure Out picks the single non-matching figure, whereas Figure Grouping sorts several figures into two or more groups based on shared characteristics.

  18. What is a Figure Grouping (classification) problem?

    A set of figures must be divided into groups so that all figures within a group share a common property (e.g. all symmetrical, or all with the same number of lines).

  19. What common properties are used to group figures in Figure Grouping?

    Shape type, number of sides/lines/curves, presence of symmetry, open vs closed figures, and similar internal patterns.

  20. Define a Mirror Image in non-verbal reasoning.

    The reverse (laterally inverted) image of a figure as it would appear if a mirror were placed beside it; left and right are interchanged while top and bottom stay the same.

Show the other 31 Non-Verbal Intelligence flashcards
  1. For a vertical mirror placed to the right/left of an object, which directions are swapped?

    Left and right are interchanged (lateral inversion); top and bottom remain unchanged.

  2. In a mirror image, how does the letter 'b' typically appear?

    As 'd' (left-right reversed); for example, the mirror image of 'b' looks like 'd'.

  3. Which capital letters look the same as their mirror image (vertical mirror)?

    Letters with vertical-axis symmetry: A, H, I, M, O, T, U, V, W, X, Y.

  4. What is a Water Reflection (water image) in non-verbal reasoning?

    The image formed when an object is reflected in water below it; the figure is inverted top-to-bottom (upside down) while left and right stay the same.

  5. In a Water Reflection, which directions are swapped compared to a mirror image?

    Water image inverts top and bottom (vertical flip); a mirror image inverts left and right (horizontal flip).

  6. Which digits remain unchanged in their water reflection?

    Digits with horizontal-axis symmetry, notably 0, 1 (in plain form), 3, and 8 appear nearly the same when flipped top-to-bottom.

  7. How does the letter 'B' appear in its water reflection?

    It appears flipped vertically (upside down), so the two bumps point downward; B does not look the same in water image because it lacks horizontal symmetry in standard form.

  8. What axis of reflection does a mirror image use versus a water image?

    Mirror image reflects across a vertical axis (left-right reversal); water image reflects across a horizontal axis (top-bottom reversal).

  9. In 'Image of Letters and Numbers', why can rotation be confused with reflection?

    Because some symmetrical characters (like O, X, 8) look identical under rotation and reflection, but most do not, so you must apply the exact required operation (mirror, water, or rotation).

  10. How does the number '2' appear as a mirror image?

    It appears laterally reversed, like a backwards '2' (its curve opens toward the opposite side).

  11. Which capital letters read the same after a 180-degree rotation?

    Letters with point (rotational) symmetry: H, I, N, O, S, X, Z.

  12. What is a Rotated Figures problem?

    A figure is turned by a certain angle about a point, and you must identify how it looks after rotation, or by what angle/direction it was rotated.

  13. What is the difference between clockwise and anticlockwise rotation in figure problems?

    Clockwise rotation turns the figure in the direction of clock hands (right-to-down); anticlockwise (counterclockwise) turns it the opposite way (left-to-down).

  14. A figure rotated 90 degrees clockwise then 90 degrees clockwise equals what single rotation?

    A 180-degree rotation (the figure ends up upside down/inverted).

  15. When tracking a rotated figure, what reference helps confirm the angle?

    Follow a distinctive marker (an arrow, dot, or odd corner) and measure how far it has turned from its original position to confirm the rotation angle and direction.

  16. What is the Paper Folding and Cutting (paper cutting) problem type?

    A sheet of paper is folded one or more times, then cut/punched; you must determine how the paper looks (the pattern of holes/cuts) when unfolded.

  17. What symmetry principle governs the unfolded pattern in paper folding and cutting?

    Each cut/hole is mirrored across every fold line, so the final unfolded pattern is symmetric about each crease the paper was folded along.

  18. If a paper is folded once and one hole is punched through both layers, how many holes appear when unfolded?

    Two holes, positioned symmetrically (mirror images) about the fold line.

  19. If a square paper is folded twice (into quarters) and one hole is punched, how many holes appear unfolded?

    Four holes, one in each quarter, arranged symmetrically about both fold lines.

  20. What is the rule for the position of holes relative to a fold line when unfolding?

    Holes appear at mirror-image positions: a hole at distance d from the fold reappears at distance d on the opposite side of that fold line.

  21. What is a Cubes problem (cube folding/painting) in non-verbal reasoning?

    Problems involving a cube — either folding a flat net into a cube to find opposite faces, or analyzing a painted cube cut into smaller cubes.

  22. In a standard cube, how many faces are adjacent to any given face, and how many are opposite?

    Each face is adjacent to 4 faces and opposite to exactly 1 face.

  23. In a cube net (unfolded cube), how do you identify opposite faces?

    Faces that are one square apart in a straight line on the net (separated by exactly one face) are opposite; adjacent squares on the net become adjacent faces, not opposite.

  24. If a painted cube is cut into n x n x n smaller cubes, how many small cubes have exactly 3 painted faces?

    Always 8 (the corner cubes), regardless of n (for n greater than or equal to 2).

  25. For an n x n x n painted cube, how many small cubes have exactly 2 painted faces?

    12 x (n - 2), the cubes along the edges but not at corners.

  26. For an n x n x n painted cube, how many small cubes have exactly 1 painted face?

    6 x (n - 2)^2, the cubes at the center of each of the six faces.

  27. For an n x n x n painted cube, how many small cubes have 0 painted faces?

    (n - 2)^3, the fully internal cubes with no exposure to the surface.

  28. What is the fundamental property of a standard die used in Dice problems?

    Opposite faces of a standard die always sum to 7 (1-6, 2-5, 3-4).

  29. In Dice reasoning, what is the difference between 'standard' and 'ordinary' (non-standard) dice rules?

    In a standard die opposite faces sum to 7; for any die, if two different positions show four common faces, the two remaining (odd) faces are opposite to each other.

  30. State the dice rule for finding opposite faces from two views showing one common face.

    If one face is common (same) in two different views of a die, then the remaining faces rotate in order; the faces that never appear adjacent across the views are opposite to each other.

  31. When two dice views share a common pair of adjacent faces, how do you find the face opposite a given face?

    Identify which faces are shown adjacent to the given face in both views; the face that is never shown adjacent to it is the one opposite to it.

PN Cadet Non-Verbal Intelligence FAQ

What is in the PN Cadet Non-Verbal Intelligence syllabus?

PN Cadet Non-Verbal Intelligence is split into 5 chapters: Pattern Completion, Figure Analogies and Classification, Mirror and Water Images, Figure Rotation and Folding and Figure Series and Counting. Together they contain 15 topics.

How many chapters are in PN Cadet Non-Verbal Intelligence?

5 chapters, containing 15 topics. The largest chapter is Pattern Completion, with 3 topics.

Are there flashcards for PN Cadet Non-Verbal Intelligence?

Yes — a 51-card Non-Verbal Intelligence deck, printed in full in the flashcards section of this page and available in the Examius app with spaced repetition. The free plan covers one exam of your choice, including its flashcards; Examius Pro, a one-time purchase, unlocks every other exam and deck.