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How can I demonstrate that this function is continuous but not differentiable??
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turn up function?
\[4e ^{x} \rightarrow x<0\]\[|x ^{2}-4|\rightarrow0\le x <2\]\[\ln(x-1)\rightarrow x \ge2\]
They are all part of the same function called F(x)
I really don't know how to proceed. Can you please show me?
f(x) = |x|, continuous at 0 but not differentiable at 0
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Is there somebody that can help me? Plzz!
@naylah the first function is differentiable
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