Determining Limits Graphically

Determining limits graphically is a fundamental concept in calculus, providing insight into the behavior of functions as they approach specific values. By visualizing functions on a graph, we can analyze their trends and understand how they behave near certain points. In this introduction, we will explore the significance of graphical representations in determining limits, examining how they aid in identifying asymptotes, points of discontinuity, and the overall behavior of functions. Understanding limits graphically lays the groundwork for more advanced calculus concepts and facilitates problem-solving in real-world applications.