IQ TEST TRAINER

Main Banner

A practice tool for non-verbal, language-independent, and culture-fair intelligence tests that assess abstract reasoning, pattern recognition, and problem-solving skills.

These types of tests often appear in job applications or academic admissions. Preparing in advance can improve your performance. The exercises may include progressions, rotations, reflections, additions, subtractions, and logical operations.

🎯 Take a Free Test (12 min) 🎯 Take a Free Test (6 min) 🎯 Take a Free Test (3 min) 📊 View Statistics
Basics: Progressions

This chapter introduces visual change over time or position. You will learn how shapes grow, shrink, repeat, alternate, or increase in number according to a rule. Progressions are one of the most common foundations in abstract reasoning, because they train you to notice direction, order, and consistency in a pattern rather than focusing only on the appearance of individual figures. A progression is a sequence where visual elements change gradually and logically from one frame to the next—usually across a row or column. These changes can happen in shape, size, number, direction, or position.

Objective: Identify the pattern of change and apply it to find the missing element.

Common Types:

  • Shape Progression
  • Size Progression
  • Number Progression
  • Position Progression
  • Line or Bar Count

How to Solve: Examine rows/columns, identify changes, and apply the rule. Use elimination.

Example: Triangle → Square → Circle implies a shape with more sides each step. Apply this to solve.

Basics: Rotations & Orientation

This chapter focuses on how shapes change when they turn or shift direction. You will practice recognizing clockwise and counterclockwise rotation, changes in facing, and orientation patterns across a row, column, or sequence. Mastering rotation helps you separate a true structural change from a simple change in position, which is essential in many visual reasoning tasks. Shapes may rotate in fixed steps across rows or columns. You must determine the degree and direction.

Goal: Detect how and by how much an element turns.

Types: Fixed-step, alternating, or multi-feature rotations.

How to Solve: Track the rotation, determine the angle/direction, and apply it.

Example: → → ↓ (rotate 90°), ↓ → ? → ↑

Basics: Reflections & Symmetry

This chapter explores mirror-based transformations and balanced design. You will learn to identify horizontal, vertical, and diagonal reflections, as well as symmetrical relationships within and between shapes. Understanding reflection and symmetry strengthens your ability to detect when a figure has been flipped rather than rotated or altered in some other way. Reflections (or flipping) create mirror images—horizontally, vertically, or diagonally.

Goal: Identify the direction of the flip and apply it.

Common: Horizontal, vertical, diagonal reflections.

Example: → → ← (horizontal flip pattern)

Basics: Addition & Subtraction of Elements

This chapter teaches how figures can be built up or reduced by adding, removing, or combining parts. You will analyze patterns where lines, dots, corners, sections, or smaller shapes appear and disappear according to a rule. This skill is important because many abstract puzzles rely on tracking what changes inside a figure, not just the figure as a whole. This type involves visual math—adding, removing, or merging shapes across rows/columns.

Goal: Identify if shapes or parts are combined or subtracted.

Common: Simple addition, subtraction, overlays, progressive building.

Example: ◯ + ▲ → ◯ with ▲ inside

🔍 Common Visual Logic Operations

  • AND (Overlap): Only the parts that exist in both shapes remain.
    Example: Shape A has diagonal lines, Shape B has vertical lines → Result shows overlap only.
  • OR (Union): All parts from both shapes appear in the result.
  • XOR (Exclusive Or): Only parts in one shape but not both remain—shared areas disappear.
  • NOT (Negation): Inverts elements, like turning white to black. Rare in basic versions.

🛠️ How to Solve Logic-Based Questions:

  • Look for triads: A + B = C? or C − A = B?
  • Compare shapes: What parts are shared or unique?
  • Identify operation type: AND, OR, XOR?
  • Apply that logic to find the missing element.

✅ Example Problem:
Row 1: A square with a dot, a triangle with the same dot → Result: shape with no dot (XOR).
Row 2: A shape with a vertical line, second shape has the same line → Result: line disappears (XOR again).

💡 Tips: Think like a computer—sketch if needed. Watch out for element positions!

Basics: Color, Shading & Inversion

This chapter examines changes in fill, contrast, and visual emphasis. You will learn to spot rules involving black and white areas, shaded regions, inversion, and alternating color patterns. These puzzles train careful observation, since the key difference may not be shape or position, but the way visual information is highlighted or reversed. Color and shading changes—such as grayscale shifts or fill patterns—are common in this type.

Goal: Observe and follow shading or color logic.

Types: Grayscale progression, alternating fills, rotating shades, combined shading.

Example: 25% → 50% → 75% shaded circles.

Applications: Matrix & Sequence Reasoning

This chapter applies the core rules to full reasoning tasks in grids and step-by-step series. You will practice identifying how multiple figures relate across rows, columns, or ordered sequences, often using more than one rule at the same time. The goal is to move beyond isolated transformations and develop the ability to detect deeper logical structure in complex visual patterns.

Applications: Analogies & Odd-One-Out

This chapter develops comparative reasoning by asking how figures relate to one another. In analogies, you will identify a transformation from one pair and apply it to another; in odd-one-out tasks, you will find the figure that breaks a shared rule. These exercises sharpen your ability to compare structure, classify patterns, and recognize which visual relationship truly matters.

Applications: Spatial Visualization

This chapter trains mental manipulation of shapes in two and three dimensions. You will practice imagining objects rotated, folded, unfolded, or viewed from a different angle, including cube nets and other spatial forms. Spatial visualization is especially valuable because it tests not only pattern recognition, but also your ability to mentally transform and predict shapes without physically moving them.

Privacy Policy & Contact & Copyright

Last updated: May 29, 2025

At iqtrainer.me, your privacy matters. Here's how we handle your data:

  • Email Collection: We only collect your email and name for our mailing list.
  • Purpose: We use your email only to send a monthly IQ training message featuring one challenging test question and occasional promotions of our products. You will receive no more than one email per month..
  • No Tracking: Your personal data is not associated with any test results.
  • No Sharing: We do not sell or share your data with third parties.
  • Opt-Out: You can unsubscribe at any time via the link in any email.

Cookies: Our site may use cookies to enhance user experience. You will be asked to consent if any are used.

Your Rights: You may request to access or delete your personal data by contacting us.

Contact & Copyright:
Artist/Owner: Mira
Email: mira.quell@proton.me
We aim to respond to inquiries within 14 days.