Specify a hybrid function over the maximal domain of f(x), where f(x) = 2/(sqrt(1-x^2))

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Specify a hybrid function over the maximal domain of f(x), where f(x) = 2/(sqrt(1-x^2))

Mathematics
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\[2 \div \sqrt(1-x^2)\]
I got 2/ sqrt(1-x^2) between x E (0,1)
How do i get the other one?

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Other answers:

I have the solution by the way
I just don't know how to get it.
The other solution somehow is -2/ sqrt(1-x^2) between x E (-1,0)
I have no idea how though
what lesson is this?
Its calculus
differential?
Yes, its in the differential chapter
i do not know this sorry
Ok, thanks anyway
@.Sam. do you know this?
I suppose you start with the fact that 1-x^2 must be greater than zero. Don't really see how the function can take negative values.

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