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Cube Division by Planes
Definition
The average number of regions into which n randomly chosen planes divide a cube is N^_(n) = 1/324(2n + 23) n(n - 1) π + n + 1 (Finch 2003, p. 482).
Related terms
The average number of regions into which n randomly chosen planes divide a cube is N^_(n) = 1/324(2n + 23) n(n - 1) π + n + 1 (Finch 2003, p. 482).