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Welcome! In this tutorial, Ill be answering the following questions for this LP model. Ill also be interpreting the components of LP sensitivity analysis based on this Sensitivity Report from Excel. First note here that these objective coefficients here are displayed here in the output. We assume these are unit profits for products A, B, and C. And the constraint Right Hand Side are displayed here. So lets begin by examining the top part of the table for optimality ranges. The optimal solution is represented by the final values here: A = 0, B = 70, and C = 30. So the optimal objective function value can be found by plugging the optimal solution into the objective function to obtain 5850. Now, these Allowable Increase amp;amp; Decrease values specify how much the objective coefficients can change before the optimal solution will change. For example, since the Allowable Increase for A is 7.5, if we increase the objective coefficient of A, from 50 to any value, up to an upper limit of