All 9 PI Cognitive Assessment Question Types Explained

The PI Cognitive Assessment tests three cognitive domains — numerical, verbal, and figural — through 9 distinct question types. Knowing what to expect for each type is one of the most effective ways to boost your score. Here's a detailed look at every question format you'll encounter.

Numerical Reasoning (3 types)

1. Number Series

You're given a sequence of 4–5 numbers and must determine what comes next. Sequences follow patterns like addition, multiplication, alternating operations, or combinations.

Example: 3, 6, 12, 24, ___
Pattern: each number doubles. Answer: 48

Strategy: Look at the differences between consecutive numbers first. If differences aren't constant, check ratios. Common patterns: +constant, ×constant, alternating +/×, squares, Fibonacci-like.

2. Numeric Word Problems

Short workplace-style word problems requiring basic arithmetic (addition, subtraction, multiplication, division, percentages). Questions are designed to be solvable without a calculator.

Example: A warehouse receives 240 units on Monday and ships out 25% of its stock. How many units remain?
Answer: 180

Strategy: Read carefully — distractors often target common calculation mistakes (e.g., confusing "25% of" with "25% off"). Estimate first to eliminate obviously wrong options.

3. Value Comparison

You're shown several fraction expressions and must identify which has the lowest value. Options are displayed horizontally in a radio-button layout.

Example: Which has the lowest value?
A) 3/4   B) 7/8   C) 2/3   D) 5/6
Answer: C) 2/3

Strategy: Convert to decimals mentally or find a common denominator. With practice, you'll build intuition for common fraction sizes.

Verbal Reasoning (3 types)

4. Verbal Analogies

Classic "A is to B as C is to ___" format. Tests your understanding of word relationships: synonyms, antonyms, part-whole, category membership, creator-creation, and more.

Example: PAINTER is to BRUSH as WRITER is to ___
A) Book   B) Pen   C) Story   D) Library
Answer: B) Pen (tool relationship)

Strategy: First, define the relationship between the first two words precisely. Then find the option that replicates that exact relationship with the third word.

5. Antonyms

Given a word, choose the option that is most opposite in meaning. Distractors include synonyms (trap answers), related words, and unrelated fillers.

Example: EXPAND
A) Contract   B) Enlarge   C) Explode   D) Remove
Answer: A) Contract

Strategy: Watch out for synonym traps — words that mean the same as the stem, not the opposite. If two options seem close, pick the one that is most directly opposite.

6. Logical Conclusions

You're given an assumption and a conclusion, then must decide: Correct, Incorrect, or Cannot be determined. These are formal logic/syllogism problems — ignore real-world knowledge and reason only from the given statements.

Example:
Assumption: All managers attend the quarterly review. John attends the quarterly review.
Conclusion: John is a manager.
Answer: Cannot be determined (others may also attend)

Strategy: Treat each statement as absolutely true within its own world. "All A are B" does NOT mean "All B are A." Watch for affirming-the-consequent traps.

Figural Reasoning (3 types)

7. Figure Transformations

A sequence of 3–5 frames showing shapes that change step by step. You must identify the pattern and choose what comes next. Transformations include rotation (90° increments), resizing, fill changes, flips, and shape progression.

Strategy: Track each element separately. Ask: what changes between frames? What stays the same? Common rules: rotate 90° clockwise, toggle between filled/empty, add one side to polygon.

8. Figure Odd-One-Out

Two reference figures share common features. Four options are shown — three share those features, one does not. Find the one that does NOT belong.

Strategy: List what the two reference figures have in common (shape, fill, rotation, count, nesting). Then check each option against that list. The odd one out violates at least one shared feature.

9. Inductive Matrices

Shape analogy in "X is to Y as Z is to ?" format. The relationship between X and Y (e.g., rotation, fill change, shape swap) must be applied to Z to find the answer.

Strategy: Identify every difference between X and Y. Apply those same transformations to Z. The correct answer will match exactly.