Cardinality and Relationship Mapping in Finite Sets

Cardinality and Relationship Mapping in Finite Sets

Secondary 4

In the space provided, draw the Venn diagram to illustrate the relationship between the sets \(A\), \(B\) and \(C\), given that \(B \subset C\), \(A\not\subseteq C\), \(A \cap B = \emptyset\) and \(C' \cap A \neq A\).

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Answer:\(B\) lies entirely inside \(C\); \(A\) overlaps \(C\), extends outside \(C\), and is disjoint from \(B\).

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