im basically thinking of doing a multivariable optimisation investigation involving space. I'm trying to fill a square warehouse with 2 types of boxes, trying to occupy the most space obviously, and im gonna assume the height of the 2 boxes the same so i can simplify it down to the 2d surface
so then i'll be trying to fill a square with 2 types of squares (assuming boxes r squares), and i'll call them box a and box b; but a constraint will be applied, so like there must be 5 box a and 10 box b
i know theres like the intuition solve of "first put all the large boxes down and then just fill the rest of the space with small boxes", so im just planning to make the dimensions really awkward
to simplify things again for the "awkward dimensions", imagine one side is 1.5m, and box a is 0.7m, and box b is 0.5m, with the constraint being i must use at least 1 box a; so then the solution will be 2 box a instead of 1 box a and fill the rest with box b