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Use the definition of 0 (f) to show that 2n is 0 (n6) … - ITProSpt
WebNote that $(x_n)$ converges to $0$ by the squeeze theorem, so it is Cauchy. Now you just need a function that's not uniformly continuous on $(0,1)$ and one that has infinite limit at … WebUse the definition of 0 (f) to show that 2n is 0 (n6) (6) Is nG also 0 (2n4 Prove your answer. javascript programiz online
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