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GCSE Maths: Venn Diagrams

Use Venn diagrams to represent sets and calculate probabilities. Practise it with adaptive questions for AQA, Edexcel, OCR and Eduqas.

ProbabilityFoundation & HigherAQA · Edexcel · OCR · Eduqas

What you need to know

The concepts examiners test on venn diagrams, and what each one is really asking.

Sort data into Venn diagrams
Understand set notation (∩, ∪, ')
Calculate probabilities from Venn diagrams

Where marks get lost

The exam technique that separates a correct method from a correct answer.

  • Putting the total for a set into the 'only' crescent section without subtracting the intersection
  • Forgetting to write the number for 'neither' outside the circles
  • Confusing ∪ (Union) and ∩ (Intersection)
  • Thinking P(A ∪ B) means adding P(A) and P(B) without subtracting the overlap

Venn Diagrams questions students ask

Is Venn Diagrams on the Foundation paper?

Yes. Venn Diagrams appears at both Foundation and Higher tier, though Higher papers take it further.

What should I know before starting Venn Diagrams?

It builds on Basic probability. If those feel shaky, practise them first — Venn Diagrams questions assume them.

What is the most common mistake in Venn Diagrams?

Putting the total for a set into the 'only' crescent section without subtracting the intersection.

Which exam boards cover Venn Diagrams?

All four we support — AQA, Edexcel, OCR and Eduqas. GCSE Maths subject content is set by the DfE, so the topic is common to every board; what changes is the paper structure and the grade boundaries.