Question 6: Linear Programing Formulation A division of the Happy tire Company thinks of making a new set of two products "A" and "B" (15 marks) to be processed in three departments 1, 2 and 3. Each product will require a certain amount of processing time in each department according to the Product A Products Availability following table: Department 1 0.2 hour 0.5 hour Department 2 0.25 hour 0.4 hour 75 hours Department 3 0.3 hour 0.45 hout 12 minutes on slide BO hours Max production 180 160 hours Each unit of products A and B contributes $54 and $73 to profit respectively. To produce product A, there is a fixed cost of $810 setting up the production line which is $610 for product B. How many of each product should be made to optimize the profit of this division? Formulate the problem (Introduce variables, objective function and constraints properly, but do not attempt to solve) Seng- 7110 CloudyAt o Be Type here to search 700