Exploring Cross Section and Surface of Revolution Intuitively
Exploring Cross Section and Surface of Revolution Intuitively
Jun 7, 2019
geogebra.org
Cylinder Inscribed Inside Sphere
Cylinder Inscribed Inside Sphere
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geogebra.org
Create a GeoGebra class from geogebra.org/m/wncvchm7, and watch your students create their own surfaces of revolution by spinning cross sections about lines! Thank you to Bernat Ancochea, who created the original. More templates: geogebra.org/m/ckwrg8he | GeoGebra
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Create a GeoGebra class from geogebra.org/m/wncvchm7, and w…
3.1K viewsAug 28, 2020
FacebookGeoGebra
2.8K views · 29 reactions | 參 GEOGEBRA RESOURCE! 丹 Try this FREE GeoGebra Exploration resource to create different types of cross sections by slicing a cylinder with a plane. Check it out! https://www.geogebra.org/m/nfr5smys #iteachmath #geometry #3d #math #maths #mathematics | GeoGebra | Facebook
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2.8K views · 29 reactions | 參 GEOGEBRA RESOURCE! 丹 Tr…
740 views1 month ago
FacebookGeoGebra
🎉 New 3D Calculator tool: Surface of Revolution! Drag any 2D curve & create a surface! Default axis = xAxis, yet this can be changed afterwards. | GeoGebra
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🎉 New 3D Calculator tool: Surface of Revolution! Drag any 2D curve & c…
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FacebookGeoGebra
Reflectra on Instagram: "Calculating the surface area of a sphere using slicing is a fascinating approach that combines geometry and calculus. By imagining the sphere sliced into infinitely thin circular cross-sections (like stacking coins), you can sum the areas of these slices to find the total surface area. Mathematically, if you take a slice at height y, its radius is \sqrt{r^2 - y^2}, giving a circle area of \pi (r^2 - y^2). Integrating these slices around the sphere using calculus techniqu
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Reflectra on Instagram: "Calculating the surface area of a sphere usin…
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Instagramreflectraexplores
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