limit x tends to zero [x].{x}
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I am trying to solve the following limit:
limx→0xx
The only thing that comes to mind is to write xx as exlnx and getting the right sided limit would be easy but I don't see how I could get the left sided one seeing that the ln is not defined for negative numbers.
Is there something I am missing or is there another way to go about it?
P.S.:I don't know anything about derivatives so please keep it to the limits.
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