Prince Ruperts Cube

Autor:Jonas Hall GeoGebra ambassador 2024/25

This construction shows that it is possible to make a hole in a cube, through which a larger cube can pass! The points on the sides that define the cut-out are placed 3/4 of the way from one coner to the next.

Neue Materialien

Untitled
Torus
Intersections of y=a^x and y=log(a, x)
Addition of Vectors Algeraically
Dividing a 3-digit number by a 1-digit number (1)

Entdecke Materialien

Rectangler Probabilities - Sums of Areas
Roots of cubics: α, β, γ
Net and Surface Area of a Cylinder
raices de numeros decimales
Cube Roots: IM 8.8.13

Entdecke weitere Themen

Zylinder
Hypergeometrische Verteilung
Gleichschenklige Dreiecke
Reelle Zahlen
Bruchrechnen oder Brüche