The sensitivity report is shown in Figure below.

1. Identify the ranges of optimality for the objective function coefficients. If there is no lower or upper limit, then enter the text "NA" as your answer. If required, round your answers to three decimal place.

   	Ranges of Optimality
   Decision Variable	lower limit	upper limit
   AM
   BM
   AP
   BP

   Interpret the ranges of optimality for the objective function coefficients. The input in the box below will not be graded, but may be reviewed and considered by your instructor.
2. Suppose that the manufacturing cost increases to $11.20 per case for model A. What is the new optimal solution?

   Model Varaible	Optimal Solution
   AM
   BM
   AP
   BP

   Total Cost: $

SENSITIVITY REPORT FOR THE DIGITAL CONTROLS, INC., PROBLEM Variable Cells Final Objective Allowable Model Reduced Allowable Variable Name Value Cost Coefficient Increase Decrease 100.000 0.000 Models A Manufactured 0.000 1.750 IE+30 60.000 3.000 2.333 BM Models B Manufactured 0.000 6.000 Models A Purchased Models B Purchased 1.750 3.000 1.750 14.000 0.000 IE+30 90.000 0.000 9.000 2.333 Constraints Final Value Shadow Constraint Constraint Allowable Allowable Number Name Price R.H. Side Increase Decrease Demand for model A Demand for model B Injection molding time Assembly time 100.000 150.000 12.250 100.000 11.429 100.000 1 150.000 9.000 E+30 90.000 580.000 0.000 600.000 E+30 20.000 1080.000 -0.375 1080.000 53.333 480.000 4 SENSITIVITY REPORT FOR THE DIGITAL CONTROLS, INC., PROBLEM Variable Cells Final Objective Allowable Model Reduced Allowable Variable Name Value Cost Coefficient Increase Decrease 100.000 0.000 Models A Manufactured 0.000 1.750 IE+30 60.000 3.000 2.333 BM Models B Manufactured 0.000 6.000 Models A Purchased Models B Purchased 1.750 3.000 1.750 14.000 0.000 IE+30 90.000 0.000 9.000 2.333 Constraints Final Value Shadow Constraint Constraint Allowable Allowable Number Name Price R.H. Side Increase Decrease Demand for model A Demand for model B Injection molding time Assembly time 100.000 150.000 12.250 100.000 11.429 100.000 1 150.000 9.000 E+30 90.000 580.000 0.000 600.000 E+30 20.000 1080.000 -0.375 1080.000 53.333 480.000 4