`intlogx/(1+logx)^2dx=` (A) `1/(1+logx)+c` (B) `x/(1+logx)+c` (C) `loglog(1+logx)+c` (D) none of these

int(logx/(1+logx)^2)dx

int(logx)/((1+ logx)^(2))dx=

intlogx(logx+2)dx=

intlogx(logx+2)dx=

int7^(x logx)(1+logx)dx=

Evaluate intlogx/(1+logx)^2dx

int[1/logx-1/(logx)^2]dx= (A) x/logx (B) xlogx (C) logx/x (D) none of these

int (logx-1)/((logx)^(2)) dx =

int(xcosxlogx-sinx)/(x(logx)^2)dx is equal to (A) sinx+c (B) logxsinx+c (C) logx+sinx+c (D) none of these