If m is a non-zero number and `int (x^(5m-1)+2x^(4m-1))/(x^(2m)+x^m+1)^3 dx=f(x)+c`, then f(x) is:

int(x^(3m)+x^(2m)+x^m)(2x^(2m)+3x^m+6)^(1/m)dx

int(x^(7m)+x^(2m)+x^m)(2x^(6m)+7x^m+14)^(1/m)dx

int(x^(7m)+x^(2m)+x^(m))(2x^(6m)+7x^(m)+14)^((1)/(m))dx

For any natural number m, evaulate, int(x^(3m)+x^(2m)+x^(m))(2x^(2m)+3x^m)+6^(1/m)dx, x gt0

If int(m^((1)/(x)))/(x^(2))dx=k(m^((1)/(x)))+c then k is:

For any natural number m, evaulate, int(x^(3m)+x^(2m)+x^(m))(2x^(2m)+3x^m+6)^(1//m)dx, x gt0

Evaluate for m in N , int(x^(3m)+x^(2n)+x^m)(2x^(2m)+3x^m+6)^(1/m)dx ,x >0

For any natural number m, evaulate, int(x^(3m)+x^(2m)+x^(m))(2x^(2m)+3x^9m)+6^(t//m)dx, x gt0 int (x^(2)-1)/(x^(3)sqrt(2x^(4)-2x^(2)+1) dx is equal to: