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For any two sets A and B, show that the following statements are equivalent: A ⊂ B |
Answer» To show that the following four statements are equivalent, we need to show that 1⇒2, 2⇒3, 3⇒ 4, 4⇒1 We first show that 1⇒ 2 Now A–B = {xϵ A: x ∉ B} .As A ⊂ B, ∴ Each element of A is an element of B, ∴ A–B = ϕ Hence we proved 1⇒ 2. |
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