- Write the definition of the derivative of a function of $x$ as a $\lim_\limits{\Delta x\to0}$
I have no idea what this is talking about.
- Consider
$H(x) =
\begin{cases}
x(1-cos(\frac{1}{x})) & \text{x$\neq$0} \\
0, & \text{$x=0$}
\end{cases}$
Using the limit definition of the derivative find $H'(0)$. If that limit does not exist, explain why.
I feel like the limit does exist, and I'm just missing something.
A reply today would be appreciated.
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