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Demonstrations 1 - 20 of 67
Rhombic Triacontahedron Built on a Cube
Theorems of Pappus on Surfaces of Revolution
Filling Cone, Hemisphere and Cylinder: Easy as 1:2:3
Volumes of Revolution Using Cylindrical Shells
Cone, Tent, and Cylinder
Cylinder Hemisphere Cone
The Volume of the Regular Octahedron Is Four Times the Volume of the Regular Tetrahedron
Interpreting Double Integral as a Volume
A Tetrahedron with Edges of Given Length
Rectangles Reasonably Close to a Given Area
Volume-Preserving Transformations of Solid of Revolution
Balancing a Can on Its Edge
Volume of a Wedge in a Cylinder
Volume of the Regular Tetrahedron and Regular Octahedron
Volume of a Cylindrical Hoof
Ratio of the Surface Area of a Sphere to a Cylinder
3D Algebra Blocks
Volume and Surface Area of the Menger Sponge
Volume and Surface Area of the Intersection of Two Spheres
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