Which famous mathematician solved the 'milk packaging problem' in the 1960s by designing a more efficient alternative to the traditional cylindrical milk bottle?

The intersection of mathematics and product packaging has led to some remarkable innovations that optimize space, reduce material usage, and solve complex problems. From the application of geometric principles to the use of advanced algorithms, mathematics has transformed how products are packaged and shipped. Test your knowledge about a famous mathematical packaging innovation that revolutionized how we think about efficient container design.

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Tetra Pak founder Ruben Rausing, who applied principles of minimal surface geometry to create the tetrahedral package
John Nash, who used game theory principles to optimize the rectangular milk carton dimensions for maximum storage efficiency
Katherine Johnson, who calculated the optimal truncated cone shape to minimize plastic usage while maintaining stability
Benoit Mandelbrot, whose fractal mathematics led to the development of self-nesting milk containers for grocery transport