Derivative of the Sine Function

This GeoGebra example dynamically illustrates the derivative of the sine function, visually depicting how the slope of tangent lines relates to the cosine curve. It explores the fundamental concept of derivatives, the relationship between a function and its rate of change, and the geometric interpretation of differentiation. Construction uses commands such as Point, Tangent, and Slope, with key objects including f, A, g, h, m, B, text1, and button1. Suitable for calculus courses, high school mathematics, and anyone exploring derivative graphs and trigonometric function behavior.