Help with inequality xe^(1/lnx)>0

Help with inequality xe^(1/lnx)>0

Postby Guest » Wed Jun 24, 2020 10:32 am

Hi guys I'm studying this function:

x*e^(1/log(x))

In particular I'm not understanding how to solve the inequality x*e^(1/log(x)) to see where the function is positive.
(Sorry if I made some mistakes writing but I'm from Italy)
I've also tried using wolfram alpha for a step by step solution but it gives me none. please somebody help me lol
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Re: Help with inequality xe^(1/lnx)>0

Postby HallsofIvy » Tue Jul 21, 2020 5:10 pm

Do you understand that e to any power is positive?

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