APPLICATION OF GRAPHICAL AND ANALYTICAL METHODS DURING SOLVING OF OPTIMIZATION QUANTITATIVE MODELS

U ovom završnom radu rješava se definirani proizvodni problem linearnog programiranja pomoću različitih metoda. Linearno programiranje nije programiranje u nekom programskom jeziku na što se većinom misli, nego je riječ o optimizacijskom problemu u kojemu su funkcija cilja i ograničenja linearne funkcije. U prvom poglavlju su ukratko opisani optimizacijski kvantitativni modeli te linearno programiranje. U drugom poglavlju se definira linearni problem sa sedam varijabli koji se zatim svede na dvije varijable. U trećem poglavlju ovog završnog rada rješava se problem pomoću analitičke, grafičke i simplex metode te pomoću računala kako bi se dobilo cjelobrojno rješenje. U zaključku su uspoređene korištene metode.In this bachelor thesis the defined production problem of linear programming is solved by the use of different methods. Linear programming is not a discipline about using programming languages that is mostly thought of, but is an optimization problem in which the objective function and constraints are linear equations. In the first chapter there is a brief description of the optimization quantitative models and linear programming. In the second chapter, a linear problem with seven variables is defined and then reduced to two variables. In the third chapter of bachelor thesis the problem was solved by the use of analytic, graphic and simplex method and by using a computer to obtain an integer solution. In the conclusion, used methods are compared