Surface of Revolution from 2D Function with AR

This GeoGebra example demonstrates how to create a surface of revolution from a 2D function. By defining a function f(x), setting rotation axis, upper and lower limits, and rotation angle, the Surface command generates a 3D rotational surface. Core mathematical concepts include: surface equations formed by revolving function graphs around coordinate axes, parametric representations, and volume calculation of solids of revolution in solid geometry. Construction details: Using the Surface command based on function f and angle α to create the surface, with InputBox1, InputBox2, and InputBox3 for entering function expressions, rotation axis parameters, and angle values respectively, while Textfield displays real-time numerical values. Suitable for high school and college students learning solid geometry, calculus (volumes of solids of revolution), and parametric equations, also serves as a teaching case for AR applications in mathematics visualization.