Set Theory: Intersections and Unions of Subsets
Set Theory: Intersections and Unions of Subsets
Secondary 4
\(1.\) | Shade the region \(A' \cup B\)
| Shade the region \(A \cup B' \)
| Shade the region \(A' \cup B' \)
|
|---|---|---|---|
\(2.\) | Shade the region \(A' \cap B \)
| Shade the region \(A \cap B'\)
| Shade the region \(A' \cap B'\)
|
\(3.\) | Shade the region \((A \cap B)'\)
| Shade the region \((A' \cap B)'\)
| Shade the region \((A' \cup B')'\)
|
\(4.\) | Shade the region \((A' \cup B )'\)
| Shade the region \((A' \cap B' )'\)
| Shade the region \((A \cup B)'\)
|
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Answer:Venn-diagram shading descriptions for all 12 regions when \(A\subseteq B\)
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