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Category > Accounting Posted 28 Apr 2017 My Price 3.00

A paper manufacturing company converts

A paper manufacturing company converts wood pulp to writing paper and newsprint. The profit on a unit of writing paper is $300 and the profit on a unit of newsprint is $190.
A. Let x represents the number of units of writing paper produced daily. Let y represent the number of units of newsprint produced daily. Write the objective function that models total daily profit.
B. The manufacturer is bound by the following constraints:
• Equipment in the factory allows for making at most 180 units of paper (writing paper and newsprint) in a day.
• Regular customers require at least 10 units of writing paper and at least 80 units of newsprint daily.
• The number of units of newsprint produced daily should be at least twice the number of units of writing paper produced daily.

Write a system of inequalities that models these constraints.
C. Graph the inequalities in part (B). Use only the first quadrant and its boundary, because x and y must both be nonnegative. (In your graph, let each unit along the x- and y-axes represent 10).
D. Evaluate the objective profit function at each of the three vertices of the graphed region.
E. Complete the missing portions of this statement:
The company will make the greatest profit by producing............units of writing paper and.................of newsprint each day. The maximum daily profit is $..................

 

 

Answers

Alpha Geek
(8)
Status NEW Posted 28 Apr 2017 11:04 AM My Price 3.00

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file 1493378362-Answer.docx preview (254 words )
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