Accessibility Mode Print Find a Problem 3 (5 POINTS) Ronaldo's woodcarving Inc. manufactures two types of wooden toys, soldiers and trains. A soldier sells for $28 and uses $10 worth of raw materials. Each soldier that is manufactured increases Ronaldo's variable labor and overhead costs by $14. A train sells for $22 and uses $9 worth of raw materials. Each train built increases Ronaldo's variable labor and overhead costs by $10. The manufacture of wooden soldiers and trains requires two types of skilled labor carpentry and finishing A soldier requires 2 hours of finishing labor and 3 hours of carpentry labor. A train requires 3 hours of finishing labor and 2 hours of carpentry labor. Each week, Ronaldo'scan obtain all the neededraw material but only 120 finishing hours and 90 carpentry hours. Demandfor trains is unlimited, but at most 20 soldiers are bought each week. Ronaldo wishes to maximize weekly profit (revenues-costs). Formulate mathematical model of Ronaldo's situation that can be used to maximize Ronaldo'sweekly profit. Hints: There are 3 constraints for this problem (Finishing: Carpentry and Demand for soldiers). This is in addition to the non-negativity constraints. Also, the feasible region has 5 sides and hence 5 comer points