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How do you find the non differentiable points for a graph?

1 Answer

Apr 4, 2018

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Explanation:

There are three popular cases:

$1 .$ $1.$ There are discontinuities in the function.

$2 .$ $2.$ There seems to be a $sharp$ $"sharp"$ turn somewhere in the function. An example would be this: graph{absx [-10, 10, -5, 5]}

$3 .$ $3.$ There is a vertical line rising, like $x = 5$ $x=5$

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