Question #f1c45

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Answer 1 · 2017-12-10T11:27:34

#x = e^(e^e) approx 3814279.1 #

Asuming your tring to solve for #x#

We must use our knowledge about logarithms:

#e^ln(x) =x # and #ln(e^x) = x #

So hence raising each side by #e#:

#e^ln(lnx) = e^e #

#=> lnx = e^e #

Again performing the same operation:

#=> e^lnx = e^(e^e) #

#=> x = e^(e^e) approx 3814279.1 #