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$\sqrt[\phantom{2}]{}$ CAMMIMS$161.$E$\mathrm{.}019.$

each process must be devoted to each style of cabinet.

Brooklyn also has a contract that requires the company to supply one of its customers with $450$ contemporary cabinets and $700$ farmhouse$-$style cabinets each week.

Define $x$ and $y$ as follows.

$x=$ the number $of$ contemporary$-$style cabinets produced each week

$y=$ the number $of$ farmhouse$-$style cabinets produced each week

$($a$)$ Develop the objective function, assuming that Brooklyn Cabinets wants to maximize the total weekly profit.

Mas

$($b$)$ Show the mathematical expression for each of the constraints on the three processes.

carpentry

painting

finishing

$($c$)$ Show the mathematical expression for each of Brooklyn Cabinets' contractual agreements.

contemporary

farmhouse

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