The Gömböc is a mathematically designed 3D shape that has only two equilibrium points—one stable and one unstable—yet will always roll back to its upright position regardless of how it is placed, solving a 400-year-old mathematical problem about whether such a shape could exist.
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The impossible shape that solves a 400-year-old problem #physics #scienceHinzugefügt:
This shape should not exist. You see for years mathematicians believed that any solid 3D object needs multiple stable balance points to be set properly. Then sometimes change everything. A mathematician designed a shape called come back. It's only have two equilibrium points, one stable and one unstable. No matter how you place it, always roll itself back upright at its correct position.
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