ANSWER THIS QUESTION QUICKLY FOR A THUMBS UP

Burger Office Equipment produces two types of desks, standard and deluxe. Deluxe desks have oak tops and more$-$expensive hardware and require additional time for finishing

and polishing. Standard desks require $70$ board feet of pine and $11$ hours of labor, whereas deluxe desks require $55$ board feet of pine, $20$ square feet of oak, and $18$ hours of

labor. For the next week, the company has $5000$ board feet of pine, $750$ square feet of oak, and $400$ hours of labor available. Standard desks net a profit of $$250$ and deluxe

desks net a profit of $$350.$ All desks can be sold to national chains. After reviewing the hardware and labor required, along with the profit for each model, Burger Office Equipment

found the accompanying linear optimization model for profit, where $S$ is the number of standard desks produced and $D$ is the number of deluxe desks produced. Complete parts a

through d$,$ answering each question independently relative to the original problem.

Click the icon to view the linear optimization model.

c$.$ If the unit profit for standard desks is increased to $$280,$ how will the optimal solution and total profit be affected?

The optimal solution when the unit profit for standard desks is increased to $$280$ is to produce standard desk$($s$)$ and deluxe desk$($s$).$ This solution gives the

possible profit, which is $$.$ This solution grad the same as the original solution, because the number of standard desks produced has

the number of deluxe desks produced has

and the profit has

$($Type integers or decimals rounded to two decimal places as needed.$)$