A contractor builds storage sheds in two high end models, the Chelan and the Orondo. Each Chelan model requires: 2000 ft of framing lumber 6000 cubic feet of concrete $4000 for advertising Each Orondo model requires: 4000 ft of framing lumber 6000 cubic feet of concrete $6000 for advertising ● . ● . . . Contracts call for using at least 16000 ft of framing lumber, 36,000 cubic feet of concrete, and $30,000 worth of advertising. If construction cost for each Chelan shed is $40,000, and the construction cost for each Orondo shed is $30,000, how many of each model should be built to minimize construction costs?

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!Help! Solve the linear program problem below by showing the graph of the feasible region and corner points. • encouraged to use Desmos• 
A contractor builds storage sheds in two high end models, the Chelan and the Orondo.
Each Chelan model requires:
2000 ft of framing lumber
6000 cubic feet of concrete
$4000 for advertising
Each Orondo model requires:
4000 ft of framing lumber
6000 cubic feet of concrete
$6000 for advertising
●
.
.
Contracts call for using at least 16000 ft of framing lumber, 36,000 cubic feet of concrete, and $30,000 worth of advertising.
If construction cost for each Chelan shed is $40,000, and the construction cost for each Orondo shed is $30,000, how many of
each model should be built to minimize construction costs?
Transcribed Image Text:A contractor builds storage sheds in two high end models, the Chelan and the Orondo. Each Chelan model requires: 2000 ft of framing lumber 6000 cubic feet of concrete $4000 for advertising Each Orondo model requires: 4000 ft of framing lumber 6000 cubic feet of concrete $6000 for advertising ● . . Contracts call for using at least 16000 ft of framing lumber, 36,000 cubic feet of concrete, and $30,000 worth of advertising. If construction cost for each Chelan shed is $40,000, and the construction cost for each Orondo shed is $30,000, how many of each model should be built to minimize construction costs?
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