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Pat
Prove that if x ∉ B and A ⊆ B, then x ∉ A.
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Answered by
MathMate
A ⊆ B
=> ∀x x∈A -> x∈B.
=> ∀x ¬ (x∈B) -> ¬ ( x∈A)
=> ∀x x ∉ B -> x ∉ A
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