please use L'Hospital's Rule for the limit of x^sqrt(x) as x goes to 0+

We will use L'Hospital's Rule for the limit of x^sqrt(x) as x goes to 0+. Even though we will get a 0^0 when we plug in 0 into x^sqrt(x), 0^0 IS an indeterminate form so we must do more work in order to determine the limit. Here's an example of the limit with the indeterminate form 0^0 but we do not get 1. 👉    • a 0^0 limit that approaches e  

This is how to spell L'Hospital's rule: 👉    • how to spell L’Hosptisl’s Rule?  

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