Non Verbal Reasoning · Series, Matrices & Rules
Odd One Out (Figures) — Questions & Answers
Odd one out questions show four figures where three follow a rule and one does not. The rule may be a mirror image among turned copies, a count, a matching inner shape, or symmetry.
- 5 solved questions
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How to approach
Turned copies of a figure all line up after turning; a mirror image only lines up after flipping.
Count items inside each figure, whatever their kind.
Check each figure for a line it could be folded along so both halves match.
5 solved Odd One Out (Figures) questions
Three of these figures follow the same rule and one does not. Which is the odd one out?
Solution — answer C
Three figures are the same figure turned round; figure C is its mirror image, which no amount of turning can produce.
4 steps · reveal one at a timeStep 1: Find the common rule
Your task is to identify the figure that doesn't follow the same rule as the other three. We need to look for a consistent pattern among most figures.
Step 2: Identify rotations
Upon careful observation, you would notice that three of the figures are actually the same figure, just rotated to different orientations. They maintain their original shape and features.
Step 3: Spot the mirror image
The fourth figure, however, cannot be produced by simply turning the others. It is a mirror image of the common figure. No amount of rotation can transform a figure into its mirror image.
Step 4: The answer
So the answer is (C) Figure C. This figure is the odd one out because it is a mirror image of the common figure, unlike the others which are just rotated versions.
Three of these figures follow the same rule and one does not. Which is the odd one out?
Solution — answer A
Figures other than A each hold 4 small shapes; figure A holds 3.
4 steps · reveal one at a timeStep 1: Identify the Odd One
Our goal is to find which of the four figures doesn't follow the same rule as the other three. This means three figures will share a common pattern, and one will be unique.
Step 2: Count Small Shapes
A common rule in these types of questions involves counting elements. Let's consider the number of small shapes contained within each larger figure. We're looking for a consistent count.
Step 3: Spot the Difference
Upon examining the figures, we observe that most of them consistently hold 4 small shapes. However, one figure deviates from this pattern, holding a different number of shapes.
Step 4: The Answer
So the answer is (A) Figure A. Figure A is the odd one out because it contains 3 small shapes, whereas all the other figures each contain 4 small shapes.
Three of these figures follow the same rule and one does not. Which is the odd one out?
Solution — answer C
In each figure the inner shape is the same kind as the outer shape, except figure C: a hexagon inside a triangle.
4 steps · reveal one at a timeStep 1: Find the Odd One
We need to find which of the four figures doesn't follow the same pattern as the others. Three figures will share a common rule, and one will be different.
Step 2: Identify the Rule
Examine the relationship between the inner and outer shapes in each figure. The common rule is that the inner shape is the same kind as the outer shape.
Step 3: Check Each Figure
Apply this rule to all figures. For example, if a figure has a square inside a square, it follows the rule. If it has a triangle inside a square, it does not.
Step 4: The answer
So the answer is (C) Figure C. This figure is the odd one out because it has a hexagon inside a triangle, meaning its inner shape is not the same kind as its outer shape.
Three of these figures follow the same rule and one does not. Which is the odd one out?
Solution — answer C
Figures other than C each have a line of symmetry (they fold onto themselves); figure C has none.
5 steps · reveal one at a timeStep 1: Find the common rule
We need to find a rule that applies to three of the figures but not to the fourth. This often involves looking for common geometric properties or transformations.
Step 2: Consider symmetry
A common property for figures is symmetry. A figure has a line of symmetry if it can be folded along that line and both halves match perfectly. Let's check this property for each figure.
Step 3: Apply the rule
Upon inspection, we find that three of the figures each possess at least one line of symmetry. This means they can be folded onto themselves perfectly along a central line.
Step 4: Identify the exception
However, one specific figure stands out. Unlike the others, this figure does not have any line of symmetry. It cannot be folded in half to create two matching parts, regardless of the fold line.
Step 5: The answer
So the answer is (C) Figure C, because it is the only figure that does not possess a line of symmetry, while the other three figures do.
Three of these figures follow the same rule and one does not. Which is the odd one out?
Solution — answer B
Three figures are the same figure turned round; figure B is its mirror image, which no amount of turning can produce.
4 steps · reveal one at a timeStep 1: Identify the rule
Your task is to find a rule that applies to three of the figures, making one the odd one out. Consider how the figures relate to each other.
Step 2: Observe rotations
Three of the figures can be seen as the same figure simply turned around. This means they are identical shapes, just presented from different rotational perspectives.
Step 3: Spot the mirror image
One figure, however, cannot be matched by merely turning it. It is a mirror image of the other three. No amount of rotation can transform a figure into its mirror image.
Step 4: The answer
So the answer is (B) Figure B. Figure B is the mirror image, distinguishing it from the other three figures which are all rotations of each other.
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