If you were to run a realworld company the cost of the mater

If you were to run a real-world company, the cost of the materials would be a big consideration. A savvy business person would want to keep cost down by keeping the amount of materials in their products to a minimum. How might knowing about the geometry and volumes of different 3-D shapes help with this decision making process?

Solution

There are methods using differential calculus and linear programming problems to minimise the surface areas of different shapees with given volume is kept.

So that the material used can be minimised without compromising in volume or quality.

This process must have good knowledge in geometric shapes and volume and other calculus