So I have a limit that I want to solve:
limx→0(1+ln(1−x2)2x+1−sin(x))1x2
So I thought of using L'Hospital's rule, but it's not the 00 situation.
Or Can it go for a different L'Hospital's rule situation, like it's ∞∞ but i get 1 at the numerator?
Can I still use it or should I first manipulate the fraction somehow that it's plausible for using that rule, or is there another trick to use?
Any help would be appreciated.
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