The set of points where f(x) =x/1+|x| is differentiable aieee 2006
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f(x)= x/(1 + |x|)
f(x) is valid as |x| can never be equal to -1.
The function's domain of definition is![[- \infty , \infty]](https://tex.z-dn.net/?f=+%5B-+%5Cinfty+%2C+%5Cinfty%5D+ "[- \infty , \infty]")
If you provide the options with the question, I would be able to determine the answer.
f(x) is valid as |x| can never be equal to -1.
The function's domain of definition is
If you provide the options with the question, I would be able to determine the answer.
physrito:
I think it is differentiable in -inf to +inf
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