Can someone check my work? I've attached it. Thanks!

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- Nov 9th 2007, 07:34 AMfifthrapiersReal Analysis Proof
Can someone check my work? I've attached it. Thanks!

- Nov 9th 2007, 07:37 AMThePerfectHacker
It is wrong. Becauase , is some other point in the set. So are all points in the set so that this is true and

**not**. - Nov 9th 2007, 07:43 AMfifthrapiers
- Nov 9th 2007, 07:59 AMfifthrapiers
TPH, how does it look now? Attached the new one.

- Nov 9th 2007, 08:32 AMThePerfectHacker
Good proof.

In the second part where you show is not unfiormly continous, trying using the definition, i.e. show (without Cauchy sequences) that you can violate the definition of uniform continuity.