Question

use the graph to answer the question. identify all of the asymptotes for the graphed function. select all that apply. (2 points) x = 2 x = 0 x = -2 y = 2 y = 0 y = -2

Explanation:

1. Vertical Asymptotes: These are vertical lines the graph approaches but never crosses, where the function is undefined. The graph has vertical breaks approaching $x=2$ and $x=-2$.
2. Horizontal Asymptotes: These are horizontal lines the graph approaches as $x$ extends to positive or negative infinity. The graph approaches the line $y=2$ on both the left and right sides.

Answer:

• $x=2$
• $x=-2$
• $y=2$