Surface of Revolution by Jesus Perez
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This example demonstrates how to generate a 3D surface of revolution by rotating a 2D curve. Key math concepts include rotation, coordinate geometry, vectors, function graphing, and volume calculation. Construction highlights involve using the Surface command, Textfield for annotations, and parameters like a, b, f, n controlled via InputBox1, text1, text2 for interactive input and display. Suitable for high school students and math enthusiasts studying surfaces, calculus, and spatial geometry.
GeoGebra Commands & Parameters
Surface(g, n, xAxis) → a_1Surface(g, n, yAxis) → eTextfield(f) → InputBox1