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Please answer this question by showing the modeling steps first and then setting up and solving it in excel

[Note: This problem does not take into the costs associated with transporting components from the central location to the three plants.] At each plant, when they mix these components to make the final product, the following set of product specifications must be met: 1. At most 30% of component 1 2. At most 50% of component 2 Silverline must meet regular gasoline demand at three suburban locations: Northwood, Westwood and Eastwood. Orders for regular gasoline distribution are: Northwood: 15,000 gallons Westwood: 20,000 gallons Eastwood: 15,000 gallons Transportation Costs: Delivery cost per gallon from each plant to each suburban location: Each destination has a different selling price. Following is the selling price per gallon by demand location: Assuming the company will sell what it produces, the objective is to maximize profits by blending the available components at each plant and transporting them to their final destinations

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