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The capability of this tool extends beyond basic functions. For example, entering "graph 1/(x^2 - x)" displays a more complex function with identifiable asymptotes. This reveals an essential aspect of mathematics — understanding undefined values and limits, which are captured visually in the graph. Such illustrations can greatly enhance comprehension for visual learners seeking to understand the behavior of functions.
Another example showcases the simplicity of graphing the square root function by searching for “graph √x.” This function appears clearly, demonstrating its domain and range effectively. The ability to zoom in infinitely showcases the power of this tool, allowing for detailed exploration of function behaviors and characteristics, such as where values are undefined.