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This lesson covers the use of Venn diagrams in probability, including set notation, as required by the AQA GCSE Mathematics specification. Venn diagrams are a powerful visual tool for organising data and calculating probabilities, especially when events overlap.
A Venn diagram uses overlapping circles inside a rectangle to represent sets (groups) and their relationships. The rectangle represents the universal set (all items being considered).
graph TD
subgraph Universal Set
subgraph Set A
A1[A only]
AB[A and B]
end
subgraph Set B
AB
B1[B only]
end
N[Neither A nor B]
end
Each region of the Venn diagram represents a different group:
| Region | Meaning |
|---|---|
| A only (not in B) | Items in set A but not in set B |
| B only (not in A) | Items in set B but not in set A |
| A and B (overlap) | Items in both set A and set B |
| Outside both circles | Items in neither set A nor set B |
The AQA specification requires you to understand and use set notation.
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