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Mathematics · L3 · Sets & Set Operations

Deciding which region of a two-set Venn diagram an element belongs to, and how that maps to union, intersection, and complement.

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📋 Start with element x and sets A, Bx ∈ A?x ∈ B?x ∈ B?🔗 x ∈ A ∩ Bx ∈ A, x ∉ Bx ∈ B, x ∉ A🚫 x ∈ neither ⇒ x ∈ complement of A ∪ Bx ∈ A ∪ BYesNoYesNoYesNo
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