If f(x)=x^2 were bounded, does that imply uniform continuity?
- From: phravincegrl@xxxxxxxxx
- Date: 2 May 2006 20:38:00 -0700
PLEASE HELP
I need help with proving the following:
Define f(x)=x^2 for all x. Prove the function f:R-->R is not uniformly
continuous but f: D-->R, where D is a bounded set of real numbers is
uniformly continuous.
.
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