Representing Exponential Decay with GeoGebra

This example demonstrates how to model and visualize exponential decay using GeoGebra, showing how an exponential function captures the characteristic “falling quickly then leveling off” behavior. The key mathematical concepts are exponential functions (specifically an exponential decay model), interpreting parameters through the resulting curve, and understanding how function graphs are constructed and verified via representative points. Construction-wise, it uses the set of GeoGebra objects listed in the summary—A1, A2, B1, C1, D1, E1, F1, G1, together with B2, C2, D2, E2—to form the essential reference points and intermediate elements that support the plotted decay representation (e.g., sampling points and related geometric/function constructs). Suitable for upper secondary to introductory college level students, it is ideal for classroom demonstrations on function modeling and graph interpretation.