Inscribing a Sphere Inside a Cube
When a sphere is inscribed snugly within a cube of side length s, the diameter of the sphere is d = s, meaning radius r = s / 2.
Cube Volume = s³
Cube Surface Area = 6s²
Cube Geometry: Volume, Surface Area & Inscribed Sphere
A regular hexahedron with 6 equal square faces. A sphere inscribed in a cube has a diameter equal to the cube side length.
Key Formulas for Cube
Volume: V = s^3
Surface Area: A = 6s^2
Calculate Cube Dimensions Instantly
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