The Whitt Window Company, a company with only three employees, makes two different kinds of hand-crafted windows: a wood-framed and an aluminum-framed window. The company earns $300 profit for each wood-framed window and $150 profit for each aluminum-framed window. Doug makes the wood frames and can make 6 per day. Linda makes the aluminum frames and can make 4 per day. Bob forms and cuts the glass and can make 48 square feet of glass per day. Each wood-framed window uses 6 square feet of glass and each aluminum-framed window uses 8 square feet of glass. The company wishes to determine how many windows of each type to produce per day to maximize total profit.

Which one of the following is the correct Linear Program for this problem?

Let [tex]W[/tex] = number of wood-framed windows, and [tex]A[/tex] = number of aluminum-framed windows.

Maximize:
\[300W + 150A\]

Subject to:
\[6W + 8A \leq 48\]
\[W \leq 6\]
\[A \leq 4\]
\[W, A \geq 0\]