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Let (E,d) be a metric space and let A,B CE. Then (i) O=0, E = E (ii) = (iii) If ACB, then ACB (iv)

Let (E,d) be a metric space and let A,B CE. Then (i) O=0, E = E (ii) = (iii) If ACB, then ACB (iv) A={F:F is 

Let (E,d) be a metric space and let A,B CE. Then (i) O=0, E = E (ii) = (iii) If ACB, then ACB (iv) A={F:F is a closed set and AcF} (v) AUB=AUB (vi) ANBANB

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