Linear Programming $($LP$)$ is very useful when modelling real$-$life problems. There are LP models in the areas of marketing research, media selection, production mix, labour scheduling, financial portfolio selection, just to mention, but a few. Select one group member$$s work environment and develop your own unique hypothetical scenario of an LP model using the knowledge you gained from chapters $7,8$ and $9.$ Your LP model must have decision variables, objective function, and constraint functions. The scenario must be based on a real$-$life work environment problem. Your LP problem must also be solvable and free from $($show to the reader your understanding of these special cases and difficulties$)$ infeasibility, unboundedness,

redundancy and alternate optimal solutions.