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.
Deep Dive
Prerequisite Knowledge
- No data available.
Install our extension to search inside any video instantly.
Where to go next
- No data available.
Deep Dive
The impossible shape that solves a 400-year-old problem #physics #scienceAdded:
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.
Related Videos
A Brutal Radical Expression Made Easy! The Shortcut Changes Everything.
tamoshop
112 views•2026-06-02
V : jee main /advance class 11 mathematics : Binomial Theorem class-1 ( 29 may 2026 )
dcamclassesiitjeemainsadva9953
125 views•2026-05-29
Is This Pentomino Tileable?
3cycle
241 views•2026-05-30
This Sudoku Has Many Lines!!
CrackingTheCryptic
2K views•2026-05-29
Olympiad Mathematics | Indian Can You Solve This One?
PhilCoolMath
268 views•2026-06-02
Olympiad Mathematics | Indian | Can You Solve This?
PhilCoolMath
669 views•2026-06-02
Can you get the Correct answer for this Math Quiz?
Fendora01
24K views•2026-05-29
NUMBERBLOCKS COUNT THE TOTAL SUM OF TEN NUMBERS | ADD SMALL TO BIGGEST NUMBER | hello george
hellogeorge2294
5K views•2026-05-28











