A Table of Powers for Exponential/Logarithmic and Calculus Connections

This GeoGebra example demonstrates a visual “table of powers,” presenting how power values change across different exponents and supporting intuitive exploration of related exponential, logarithmic, and calculus ideas. Key concepts include exponentiation (power functions), logarithmic function reformulation, and the way power expressions connect to calculus topics such as indefinite integrals. Construction-wise, the model relies on GeoGebra’s Textfield for labeling and reporting parameters and computed entries (notably objects such as d and n1, along with many labeled point/object groups like A1–A21 and C2–C17). By arranging these objects together with text annotations, the example turns algebraic power results into an organized, readable table-like visualization. Suitable for upper secondary students and early university learners as a classroom demo for spotting patterns in exponential behavior and building intuition for log/calculus relationships.