Constraints Cell Name 3055 Resource X SO56 Resource Y Final Shadow Constraint Allowable Value Price RH Side Increase 3000 3000 1050 4500 4500 1500 Allowable Decrease 750 2100 Based on the information above, calculate the optimal objective function value. Question 5 Consider the following sensitivity report generated for an organization that produces two products Product and Product Ny using two resources Resource and Resource y The organization needs to determine the quantity x manufactured in order to maximize the total profit Varble Calls Name Coll 5859 Product M SC59 Product N Final Reduced Objective Allowable Value Cost Coefficient Increase 1875 0 13 13 375 0 26 13 Allowable Decrease 4.3 13 Constraints Cell Name $055 Resource X 5056 Resource Final Shadow Contraint Allowable Value Price R.H. Side Increase 3000 63 3000 1050 4500 3.25 4500 1500 Allowable Decrease 750 2100 Which of the above parameters is the most sensitive to a decrease in its value? Question 6 Consider the following sensitivity report generated for an organization that produces two products Product Mand Product using two resources Resource X and Resource Y. The organization needs to determine the quantity of 23 manufactured in order to maximize the total profit Variable Celle Allowable Decrease Name Call SBS Product SC59 Product N Final Reduced Objective Allowable Value Cost Coefficient Increase 1876 10 13 13 3175 20 13 13