int(log(log x))/(x)*dx

int(log(log x)+(log x)^(-1))dx=

Evaluate: int(log(log x)+(1)/((log x)^(2)))dx

Evaluate the follow integrals: int (log (log x))/(x log x)dx

int[log(log x)+(1)/((log x)^(2))]dx

f(x)=int x log x(log x+1)dx

Evaluate : int [ log (log x) +(1)/((log x)^(2)) ] dx

int((log x)/((1+log x)^(2)))dx

Evaluate: int(ln(ln x))/(x ln x)dx,(x>0)

int(log(3x))/(x log(9x))dx= (a) log(3x)-log(9x)+c (b) log(x)-(log3)*log(log9x)+c (c) log9-(log x)*log(log3x)+c (d) log(x)+(log3)*log(log(9x))+c