Surface of Revolution Example 1
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This example demonstrates the generation of a surface of revolution. Key mathematical concepts include the coordinate geometry of surfaces of revolution. Using the CurveCartesian and Surface commands, a surface of revolution can be constructed. Suitable for high school mathematics education or students learning coordinate geometry.
GeoGebra Commands & Parameters
CurveCartesian(t, sqrt(t), 0, t, 0, 1) → aSurface(a, b, xAxis) → cCurveCartesian(d, (sqrt(d) * cos(n)), (sqrt(d) * sin(n)), n, 0, (2 * π)) → f