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Could someone please check my work Please state all definitions and theorems that you wi Definition 5.1.1 Let f: D -> R and letc be

Could someone please check my work

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Please state all definitions and theorems that you wi Definition 5.1.1 Let f: D -> R and letc be an accumulation point of D. We say that a real number I is a limit of fat c . if for each 0 there exists a & > 0 such that If(z) - L| 0 361, 62 > 0 such that 0 0. Since c is an accumulation point of D , there exists an a E D such that 0

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