\(\int \frac{dx}{x\log x\log(\log x)}\) is equal to

\(2\log(\log x)+c\) \(\log(x\log x)+c\) \(\log\{\log(\log x)\}+c\) None of these

\(\log\{\log(\log x)\}+c\)

Let \(\log(\log x)=t\) then \(dx=x\log x dt\)