Real Function Derivative Visualizer: Range Coloring Plot
In this derivative visualizer, the white vertical line represents \(x+h\) (top) or \(f(x+h)\) (bottom), and the gray vertical line represents \(x-h\) (top) or \(f(x-h)\) (bottom).
As you move point \(x\), you can see that the vertical line structure around \(x\) is dilated to form the vertical line structure around \(f(x)\). In cases where \(f'(x)\) is negative, this dilation includes a rotation.
This plotter does not have complex output support
Enter your function here:
\(f(x)= \) →
\(|f(x)| \in\) [0,]
\(|f(x)|\) scale