Vertical Asymptotes| L33

Imagine a line on a graph that a function gets closer and closer to, but never quite touches. This line, standing tall, represents a vertical asymptote. It acts as a boundary, dictating where the function's values increase or decrease without bound. Understanding vertical asymptotes helps us grasp the behavior of functions in a visual and intuitive way. They provide valuable insights into the function's domain and range. In essence, vertical asymptotes are powerful tools for comprehending the intricacies of mathematical functions.
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