Logarithm traced as inverse of exp(x)

This example demonstrates the relationship between the exponential function y=exp(x) and its inverse, the logarithmic function y=log(x), by tracing their graphs dynamically. It illustrates the symmetric property of inverse functions about the line y=x. Key math concepts include exponential functions, logarithmic functions, inverse function definitions, and graph symmetry. The construction uses GeoGebra objects: function f, parameters a and c, and points A and B. Suitable for high school mathematics teaching, exploring inverse function properties and graph transformations, or calculus discussions on function symmetry.