2) Wooden Toys Inc. produces two wooden toys: boat and train. A boat toy sells for 25 SAR. It costs the company 10 SAR for raw materials and 12 SAR for labor. Similarly, a train toy sells for 20 SAR and costs 7 SAR for raw materials and 8 SAR for labor. The manufacture of wooden boats and trains requires two types of skilled labor: carpentry and finishing. A boat requires 2 hours of finishing labor and 1 hour of carpentry labor. A train requires 1 hour of finishing and 1 hour of carpentry labor. Each week, the company can obtain all the needed raw material but only 80 finishing hours and 100 carpentry hours. Demand for trains is unlimited, but at most 40 boats are bought each week. Formulate the problem mathematically. Thereafter, find the optimal product mix using each of the following methods a. Excel software. b. A screenshot from Excel for the model entry window; i.e., The table in which you enter the objective function and the constraints. The screenshot should have the optimal solution included (i.e. take the screenshot after running the solver) c. A screenshot of the Excel solver window, after entering all fields in the window