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capacity, and 6 0 hours of finishing capacity. Assume all doors produced can be sold for a profit of $ 5 5 0 and all

capacity, and 60 hours of finishing capacity. Assume all doors produced can be sold for a profit of $550 and all windows can be sold for a profit of $350.
Formulate an LP model, then use Solver to create Answer and Sensitivity Reports for your model and answer the following questions.
(a) If the profit on doors increased to $600 would the optimal solution change?
Yes
No
(b) If the profit on windows decreased to $225 would the optimal solution change?
Yes
No
(c) Explain the shadow price (in dollars) for the finishing process.
The shadow price for the finishing process is $02
available for finishing to result in
change to the optimal profit.
(d) If 15 additional hours of cutting capacity became available, how much additional profit (in dollars) could the company earn?
$
Sanderson should , agree to this since it would increase , Sanderson's total profit by $
How (if at all) would your answer change if the company instead wanted 25 hours of sanding capacity? (Enter your answer as a positive number in dollars.)
Our answer be the opposite vv, since this would decrease Sanderson's total profit by $
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