17*int(log x)/(x^(n))dx

Evaluate: int(log x)/(x^(n))dx

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

Write a value of int((log x)^(n))/(x)dx

Write a value of int(1)/(x(log x)^(n))dx

Obtain reduction formula for If I_(n)=int (log x) ^(n)dx, then show that I_(n) =x (log x)^(n) -nI_(n-1), and hence field int (log x) ^(4) dx.

Write a value of int(log x^(n))/(x)dx

" (1) "int((1+log x)^(n))/(x)dx

Evaluate: int((log(log x))/(x)dx

Evaluate: int((log(log x))/(x)dx

int((1+log x)^(n))/(x)dx x>(1)/(e) n!=-1