### Home > PC3 > Chapter 8 > Lesson 8.1.3 > Problem8-50

8-50.

Sketch the graph of a function that has each of the following sets of attributes: Homework Help ✎

1. A vertical asymptote at $x = 4$.
At $x = 3$, $f(x) = –2$.
As $x → 4^{–}$, $f(x) → ∞$.
As $x → 4^{+}$, $f(x) → –∞$.

Your function should have a vertical asymptote at $x = 4$.

1. A horizontal asymptote at $y = 3$.
Has $y$-intercept at $–2$.
As $x → ∞$, $g(x) → –∞$.
Domain of all real numbers.

Your function should not have a vertical asymptote.