Reddy Mikks produces both interior and exterior paints from two raw materials, MI and M2. The...

  

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Reddy Mikks produces both interior and exterior paints from two raw materials, MI and M2. The following table provides the basic data of the problem: Tons of raw material per ton of Maximum daily availability (tons) Exterior paint Interior paint Raw material, MI 6. 4. 24 Raw material, M2 Profit per ton ($1000) 4 45 11) Post-optimal analysis for cases affecting both optimality and feasibility. Suppose that you are given the following simultaneous changes in the Reddy Mikks model: The revenue per ton of exterior and interior are $2000 and $5000, respectively. The maximum daily availabilities of raw material M1 and M2 are 35 and 10 tons respectively. a) Show that the proposed changes will render the current optimal solution both nonoptimal and infeasible. b) Use the generalized simplex algorithm to determine the new optimal feasible solution. I * Accessibility: Investigate 19 Reddy Mikks produces both interior and exterior paints from two raw materials, MI and M2. The following table provides the basic data of the problem: Tons of raw material per ton of Maximum daily availability (tons) Exterior paint Interior paint Raw material, MI 6. 4. 24 Raw material, M2 Profit per ton ($1000) 4 45 11) Post-optimal analysis for cases affecting both optimality and feasibility. Suppose that you are given the following simultaneous changes in the Reddy Mikks model: The revenue per ton of exterior and interior are $2000 and $5000, respectively. The maximum daily availabilities of raw material M1 and M2 are 35 and 10 tons respectively. a) Show that the proposed changes will render the current optimal solution both nonoptimal and infeasible. b) Use the generalized simplex algorithm to determine the new optimal feasible solution. I * Accessibility: Investigate 19

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Here x1 raw material of exterior paint and X2 raw material of ... View the full answer