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In order to use L'Hospital's rule, what does the limit need to be equal to? in other words, do I need to get 0/0, or can I still use it if I get 1/0, and 0/1?
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It must be \(\dfrac{0}{0}\) or \(\pm\dfrac{\infty}{\infty}\).
\(\dfrac{0}{1}\) is just 0, and \(\dfrac{1}{0}\) is undefined, or one of \(\infty\) or \(-\infty\) depending on the direction of approach.
Why not choose and post a few example problems, so that we could discuss what to do in specific cases? Then perhaps the general rules about when to use l'Hopital's Rule may make more sense.
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