Use the two steps for solving a linear programming problem, given in the box on page 606, to solve the problems in Exercises 1723 A manufacturer produces two models of mountain bicycles The times (in hours) required for assembling and painting each model are given in the following table The maximum total weekly hours available in the assembly department and the paint department are 200 hours and 108 hours, respectively The profits per unit are $25 for model A and $15 for model B How many of each type should be produced to maximize profit Assembling Painting Model A 5 2 Model B 4 3

Question: Use the two steps for solving a linear programming problem, given in the box on page 606, to solve the problems in Exercises 1723. A

Use the two steps for solving a linear programming problem, given in the box on page 606, to solve the problems in Exercises 17–23.

A manufacturer produces two models of mountain bicycles. The times (in hours) required for assembling and painting each model are given in the following table:

Assembling Painting Model A 5 2 Model B 4 3 The maximum total weekly hours available in the assembly department and the paint department are 200 hours and 108 hours, respectively. The profits per unit are $25 for model A and $15 for model B. How many of each type should be produced to maximize profit?

Assembling Painting Model A 5 2 Model B 4 3

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