6. A company makes two products, one deluxe and one regular. The number of hours required...

 

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6. A company makes two products, one deluxe and one regular. The number of hours required to make each type of product are shown in the table below: Regular Product Deluxe Product Assembly Hours 8 Assembly Hours 1 The number of available hours per day for assembly and painting are shown in the table below: 2 Linear Inequalities: Painting Hours 12 The profit made for each type of product is shown in the table below: Regular Product $360 for each regular product Deluxe Product $420 for each deluxe product Goal: maximize z = Painting Hours 3 2 Construct a linear programming problem to maximize the profit, for the given constraints (but don't solve the problem) Variables: X= x= regular product y= deluxe product 6. A company makes two products, one deluxe and one regular. The number of hours required to make each type of product are shown in the table below: Regular Product Deluxe Product Assembly Hours 8 Assembly Hours 1 The number of available hours per day for assembly and painting are shown in the table below: 2 Linear Inequalities: Painting Hours 12 The profit made for each type of product is shown in the table below: Regular Product $360 for each regular product Deluxe Product $420 for each deluxe product Goal: maximize z = Painting Hours 3 2 Construct a linear programming problem to maximize the profit, for the given constraints (but don't solve the problem) Variables: X= x= regular product y= deluxe product

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