`int dx/(x(x^n+1))`

If int(dx)/(x^2(x^n+1)^((n-1)/n))=-(f(x))^(1/n)+C then f(x) is (A) 1+x^n (B) 1+x^-n (C) x^n+x^-n (D) x^n-x^-n

The value of int(dx)/(x^n(1+x^n)^(1/ n)) is equal to

Evaluate: int1/(x\ (x^n+1))\ dx (ii) int1/(x(x^5+1))\ dx

Evaluate: int1/(x\ (x^n+1))\ dx

int (x)/((x-2)(x+1))dx

11. int_(1)^(2)dx/(x.(x^n+1))

Evaluate: int (x^n + 1) dx

(i) (log x. sin[1+(log x)^(2)])/(x) dx (ii) int(dx)/(x(1+log)^(n))

Write a value of int1/(x\ (logx)^n)\ dx

Given that int (dx)/((1+ x ^(2))^n)=(x)/(2 (n-1)(1+x^(2) )^(n-1))+((2n -3))/(2(n-1))int (dx)/((1+ x ^(2))^(n-1)). Find the vlaue of int _(0)^(1) (dx)/((1+x ^(2) )^(4)), (you may or may not use reduction formula given)