Re: Real Analysis Help ... Sequences

On Apr 18, 11:26 am, Jannick Asmus <jannick.n...@xxxxxx> wrote:
On 18.04.2008 17:25, jeremy.amb...@xxxxxxxxx wrote:





On Apr 18, 2:08 am, Jannick Asmus <jannick.n...@xxxxxx> wrote:
On 18.04.2008 07:28, jeremy.amb...@xxxxxxxxx wrote:

On Apr 17, 2:11 pm, Jannick Asmus <jannick.n...@xxxxxx> wrote:
On 17.04.2008 19:34, jeremy.amb...@xxxxxxxxx wrote:
Suppose {xi} is a cauchy sequence and f(x) is 'uniformly continuous,'
is {f(xi)} cauchy ?
Yes.
OK.....but how?  hints?
Plug together the definitions of Cauchy and uniformly continuous - but
in the right order. What have you found out already?

--
Best wishes,
J.

What do you mean right order?

Either this way or the other way round. What have you tried already?

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Best wishes,
J.- Hide quoted text -

- Show quoted text -

Nothing really...I am stuck on this
.