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I need a hand with the following limit:
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\[\lim_{x \rightarrow +\infty} -x ^{2}+\ln \left| x-1 \right|\]
intuitively it will by \(-\infty\) because \(-x^2\) goes to \(-\infty\) much much faster than \(\log(x-1)\) goes to infinity, but i guess you need a proof of some kind right/
No, thank you, I always have a little trouble with these limits. I completely forgot about the ordenals, thanks Satelite.
yw
What if I evaluate it when x-> - infinite ?
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