Calculate ∪∞n=1 An and ∩∞n=1 Anwhere for each n ∈N the set An is defined as: (vii) An= [−1, 3 + (1/(n) ] ∪ [5, (5n + 1)/(n) ) (viii) An= ( (−1/(n)), 1] ∪(2, (3n −1)/(n) ]
Calculate ∪∞n=1 An and ∩∞n=1 Anwhere for each n ∈N the set An is defined as: (vii) An= [−1, 3 + (1/(n) ] ∪ [5, (5n + 1)/(n) ) (viii) An= ( (−1/(n)), 1] ∪(2, (3n −1)/(n) ]
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.2: Properties Of Division
Problem 50E
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Calculate ∪∞n=1 An and ∩∞n=1 Anwhere for each n ∈N the set An is defined as: (vii) An= [−1, 3 + (1/(n) ] ∪ [5, (5n + 1)/(n) )
(viii) An= ( (−1/(n)), 1] ∪(2, (3n −1)/(n) ]
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