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Finding limits using L'Hospital's Rule - 1^inf | Limits | Calculus | Glass of Numbers
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In this video, we deal with the limit of x to the 1/(x-1): x^(1/(x-1)).
Limits of the same type have 1^∞ or 1^inf. This is an indeterminate form, but bad news is, we can't use L'Hospital's Rule directly because it only works for 0/0 or ∞/∞.
So, what can we do? 🤔
We can try logging both sides. Let's see that in the video!
Please leave comments or say hi!
If you find this video helpful, please subscribe to my channel and give me support! Thank you!
Follow me:
Limits of the same type have 1^∞ or 1^inf. This is an indeterminate form, but bad news is, we can't use L'Hospital's Rule directly because it only works for 0/0 or ∞/∞.
So, what can we do? 🤔
We can try logging both sides. Let's see that in the video!
Please leave comments or say hi!
If you find this video helpful, please subscribe to my channel and give me support! Thank you!
Follow me:
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