GeoGebra Bezier-Splines implementing und using

↑ added an additional point
Do it yourself instructions
c_1(t)=Curve(A1 (-t + 1)³ + A12 * 3t (-t + 1)² + A21 * 3t² (-t + 1) + A2 t³, t, 0, 1)[br]Surface(c_1, 2π, yAxis) s_1
Bezier-Splines implementing und using (video do it yourself script version)
[url=https://www.reddit.com/r/hawede/comments/1ae40h6/area_of_a_surface_of_revolution_rotationsk%C3%B6rper/][img]data:image/png;base64,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[/img][br][br][/url][url=https://www.geogebra.org/m/ckey6grs][icon]/images/ggb/toolbar/mode_conic5.png[/icon]Bezier-Splines implementing und using (surface of revolution)[/url][math]\nearrow[/math] - script version App
basic article for the app

Information: GeoGebra Bezier-Splines implementing und using