O c. Algorithm od. Solving equation LINAMA company produces two products scooters (X1) and bicycles (X2). A responsible would like to determine the mix of products that will produce the maximum profit. The table below summarizes all the information at his disposal. HOURS REQUIRED TO PRODUCE ONE UNIT 8 DEPARTMENTS Scooters (X1) Bicycles (X2) AVAILABLE HOURS A WEEK Assembly 2 3 150 Painting 1 2 100 Profit per unit ($) 6 You are asked to help him build a linear programming model. 1. Formulate the decision variables. 1 mark 2. Formulate the objective function of this linear model. 2 marks 3. Formulate the different constraints. 2 marks Paragraph B 7