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Question 3 4 Points Use this information, along with its associated Sensitivity Report to answer the following questions A production manager wants to determine how many units of each product to produce weekly to maximize weekly profits. Production requirements for the products are shown in the following table. Mwa) Material 2 he Last B c 2 non Material 1 costs $7 a pound, material 2 costs 55 a pound, and labor costs $15 per hour. Product A sells for $101 a unit, product B sells for $67 a unit and product sells for $97.50 a unit. Each week there are 300 pounds of material : 400 pounds of material 2 and 200 hours of labor. The output of product A should not be more than one-half of the total number of units produced. Moreover, there is a standing order of 10 units of product Ceach week. Formulation Max 104 105 100 Subject to 3A 3.5C300 forint TI) 2A + 48 5400 constraint 4A 23.35C 200 contraint. 13) C10 construit ABC A,B,C20 Sensitivity Report Adjustable Cells Cell SB$4 Final Reduced Value Cost 0 -10 825 0 10 0 Name Optimal Values: A Optimal Values B Optimal Values: C Objective Coefficient 10 10 10 $C$4 Allowable Allowable Increase Decrease 10 15.30 15.30 4285 75 1E30 $D$4 Constraints Cell Name SE$7 Constraint 1 SES8 Constraint 2 SE$9 Constraint 3 SE510 Constraint 4 Final Value 1325 330 200 10 Shadow Price 0 0 5 -75 Constraint R.H.S. Side 300 400 200 10 Allowable Allowable Increase Decrease 15-30 167.5 15:30 70 35 165 47.142 10 What is the optimal objective function value 92.5 none of these $E$10 Constraint 4 10 7.5 10 47.142 FOU 10 What is the optimal objective function value? 92.5 B none of these 100 D) 825 925 Lost saved 10:40 AM Save Question 29 Exa....xlsx SingleAnd Multipla