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what is the derivative of ln(ln(ln(ln(X)))?
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really? that's a lot of chain rule...
LOL it sure is XD
it follows a nice pattern
just start writing it \[\frac{1}{\ln(\ln(\ln(x)))}\times \frac{1}{\ln(\ln(x))}\times ...\]
1/ (ln(ln(ln(X))))*(ln(ln(X)))*(ln(X))*(X)
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Maybe we should simplify it a lil bit first, Writing it as e^ln(ln(ln(ln(ln(x))))) lol i kid, i kid XD
Remember that X must be >0 for this to work
it needs to more than >0
\[x>e^e\]
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