What is the graphical meaning of a function is not differentiable???
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JinKazama1:
You want to know about discontinuous or not differentiable.
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Refer Pic :
In pic 1 : f'(a-) = LHD
f'(a+) = RHD
There is typo in pic 1 when
Corrected :
It is f'(a+) and f'(a-) not f(a+) or f(a-) when defining differentiability of f(x) .
Pic 1 : Introduction to Differentiation
Pic 2,3,4,5 : Cases with graphs when function is non-differentiatiable.
Terms in Pics :
RHD : Right Hand Derivative
LHD : Left Hand Derivative
ND : Non -Differentiable.
In pic 1 : f'(a-) = LHD
f'(a+) = RHD
There is typo in pic 1 when
Corrected :
It is f'(a+) and f'(a-) not f(a+) or f(a-) when defining differentiability of f(x) .
Pic 1 : Introduction to Differentiation
Pic 2,3,4,5 : Cases with graphs when function is non-differentiatiable.
Terms in Pics :
RHD : Right Hand Derivative
LHD : Left Hand Derivative
ND : Non -Differentiable.
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