I have a function, $f$ that is differentiable on $(0,5)$, and I know it is continuous on $(0,5).$ Is it also uniformly continuous on $(0,5)?$
I now know that it is not. Can someone give me a proof of this please
I have a function, $f$ that is differentiable on $(0,5)$, and I know it is continuous on $(0,5).$ Is it also uniformly continuous on $(0,5)?$
I now know that it is not. Can someone give me a proof of this please
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Consider $f(x)=\dfrac{1}{x}$ which is continuous on $(0,5)$.