Which mathematical concept revolutionized packaging efficiency by allowing designers to create boxes that use minimal material while maximizing volume?

Modern packaging design relies heavily on mathematical principles to maximize efficiency, minimize waste, and optimize shipping costs. From the mathematical shapes that provide the best structural integrity to the algorithms that determine optimal box dimensions, mathematics plays a crucial role in sustainable and cost-effective packaging solutions. Test your knowledge of how mathematical principles are applied in contemporary packaging design innovations.

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Goldberg Polyhedrons - allowing for non-regular geometric forms that fold efficiently
The Sliceform Method - creating curved surfaces through intersecting planar elements
Calculus of Variations - solving for optimal dimensions by minimizing surface area while constraining volume
Tessellation Theory - arranging repeating patterns to eliminate cutting waste