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f (x) = x−4/5 − 5, [−32, 32] is f continous and differentiable on the closed interval?
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or is it not
reposting a question that makes no sense to begin with is not gong to make it more sensible :)
if we take the notation "as is" then this is just f(x) = x + C, which is differentiable and continuous
is the function continous and differtiable
yes it is and no it isnt ....
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Dove, please make correct use of parens to disambiguate your notation.
\[f(x) = x−\frac{4}{5} − 5\] yes \[f(x) = \frac{x−4}{5 − 5}\] no \[f(x) = \frac{x−4}{5} − 5\] yes \[f(x) = x−\frac{4}{5 − 5}\] no
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