Absolute Value Function Translation with Sliders

This example demonstrates how the graph of the absolute value function f(x)=a·|x‑h|+k translates and stretches as the parameters a, h, and k are varied via sliders. Core concepts include absolute value function properties, function transformations (translation and scaling), and parameter influence on graphs. Construction uses a Function object for f, Slider objects for a, h, k, Text objects (text1, text2) for dynamic labels, and Point objects A, b, g as reference points. It is suitable for high‑school algebra or pre‑calculus lessons on function transformations, as well as for independent student exploration.