Asymptotes are vital for and predicting trends .
Imagine you are walking halfway toward a wall, then halfway again, and again. Mathematically, you are getting infinitely close to the wall, but you never actually become part of it. That wall is your asymptote. In a coordinate plane, as the input ( ) or output ( Definition of Asymptotes
Unlike vertical asymptotes, a curve can cross a horizontal asymptote in the middle of the graph. However, as Asymptotes are vital for and predicting trends
The curve will get closer and closer to this vertical line but will never cross it. 2. Horizontal Asymptotes That wall is your asymptote
goes to infinity, the curve eventually levels out and follows the line. 3. Oblique (Slant) Asymptotes
When a graph doesn't settle into a horizontal line but instead follows a diagonal path as it goes to infinity, it has an oblique asymptote.