Find the Asymptotes of the function $f(x)=3^x / (3^x+1)$
No way for Vertical asymptotes since the denominator can not be zero
Also, there is no slant asymptote since we will have horizontal asymptotes ( this is the only reason I have )
we are left with horizontal asymptote, there are two : I found one but I could not find the other
I took the limit as x approches $infinite$, sloving it using $L'H Rule$
I got $y=1$ "V.A" ,, and there is another one which is $y=0$ .
How to find it ?