# How do you find the asymptotes for y=(3x+1)/(2-x)?

$V A : x = 2$
$H A : y = - 3$
To find the horizontal asymptote find the limits as x goes to infinity in both directions which means pick the highest degree term from the top and the bottom and divide them. Hence $y = \lim x \to \propto \frac{3 x}{-} x$ $y = - 3$