" The function "^(f(x))=(log(pi+x))/(log(e+x))

The function f(x)=x log x

The function f(x)=(ln(pi+x))/(ln(e+x)) is

The function f(x)=(ln(pi+x))/(ln(e+x)) is

The function f(x)=log x

Separate the intervals of monotonocity for the function f(x)=(log_(e)x)^(2)+(log_(e)x)

The function f(x)=(ln(pi+x))/(ln(e+x)) is a)increasing in (0,oo) b)decreasing in (0,oo) c)Decreasing on [0,pi/e) and increasing on [pi/e,infty) d)Increasing on [0,pi/e) and decreasing on [pi/e,infty)

The function f(x)=(ln(pi+x))/(ln(e+x)) is increasing in (0,oo) decreasing in (0,oo) increasing in (0,(pi)/(e)), decreasing in ((pi)/(e),oo) decreasing in (0,(pi)/(e)), increasing in ((pi)/(e),oo)

The function f(x)=(ln(pi+x))/(ln(e+x)) is increasing in (0,oo) decreasing in (0,oo) increasing in (0,pi/e), decreasing in (pi/e ,oo) decreasing in (0,pi/e), increasing in (pi/e ,oo)

Separate the intervals of monotonocity for the function f(x)=((log)_e x)^2+((log)_e x)

Separate the intervals of monotonocity for the function f(x)=((log)_e x)^2+((log)_e x)