How do I graph the logistic function f(x)=3/(1+4e^(-6x)) on a TI-83?

$y \in \left(0 , 3\right)$.Socratic graph is inserted for guidance. y-intercept ( x = 0 ): $\frac{3}{5}$. $y - 0 \leftarrow \mathmr{and} y = 3 \rightarrow$ are horizontal asymptotes.
As $x \to 0 , x \to - \infty \mathmr{and}$, as $y \to 3 , x \to \infty$.
The x-explicit form is $x = \frac{1}{6} \ln \left(\frac{4 y}{3 - y}\right)$. This clearly reveals the limits of y, for $x \in \left(- \infty , \infty\right)$.