Gabriel's Horn: An Understanding of a Solid with Finite Volume and Infinite Surface Area Jean S. Joseph Abstract The Gabriel i
Tamás Görbe on X: "Gabriel's Horn is a solid you get by rotating the hyperbola y=1/x (with x>1) about the x-axis. Having finite volume (π) and infinite(!) surface area, it leads to
![Gabriel's horn is a topologic entity with a curious property of having an infinite surface area but a finite volume... don't... do... it : r/dontputyourdickinthat Gabriel's horn is a topologic entity with a curious property of having an infinite surface area but a finite volume... don't... do... it : r/dontputyourdickinthat](https://i.redd.it/u9ceqjsecte31.jpg)
Gabriel's horn is a topologic entity with a curious property of having an infinite surface area but a finite volume... don't... do... it : r/dontputyourdickinthat
![a. Gabriel's horn 2 b. Torricelli's trumpet 3 c. Torricelli's trumpet... | Download Scientific Diagram a. Gabriel's horn 2 b. Torricelli's trumpet 3 c. Torricelli's trumpet... | Download Scientific Diagram](https://www.researchgate.net/publication/353693015/figure/fig2/AS:1053211041472512@1628116488353/a-Gabriels-horn-2-b-Torricellis-trumpet-3-c-Torricellis-trumpet-when-i-i-i.png)