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what is solution of logloglogx^x

how to solve this question/
logloglogx^x
Erm math error?
Solve? Simplify? This makes very little sense. It's just an expression.
Mathematica can expand it to this:
−Log[Log[10]]+Log[Log[X]−Log[Log[10]]+Log[Log[X]]]Log[10]\frac{-\text{Log}[\text{Log}[10]]+\text{Log}[\text{Log}[X]-\text{Log}[\text{Log}[10]]+\text{Log}[\text{Log}[X]]]}{\text{Log}[10]}
That's assuming you meant Log base 10...the logs above are all to base e
Reply 3
Avatar for Icy_Mikki
Icy_Mikki
13
kiran987
how to solve this question/
logloglogx^x


log(log(log(x^x)))

log(x^x) = xlog(x)
log(xlog(x)) = log(x) + log(log(x))
log(log(log(x^x))) = log(log(xlog(x))) = log(log(x) + log(log(x)))

Maybe?
Reply 4
Avatar for 73337
73337
18
Icy_Mikki
log(log(log(x^x)))

log(x^x) = xlog(x)
log(xlog(x)) = log(x) + log(log(x))
log(log(log(x^x))) = log(log(xlog(x))) = log(log(x) + log(log(x)))

Maybe?


no

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