5. Solve the following linear programming problem. An assistant manager of an appliance store is in charge of ordering two types of stereo systems. Model A costs $300 while Model B costs $400. The manager must order a total of at least 100 systems to meet demand. The store will make $40 on each model A system and $60 on each model B system and expects to make at least $4800 in total profit. How many of each model should be ordered in order to minimize the cost? a. Define your variables. b. Write the objective equation that represents the Cost (C). c. Write a system of all constraints for this problem. d. Solve the problem using the graph below. Be sure to locate all vertices and show your tests.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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5. Solve the following linear programming problem.
An assistant manager of an appliance store is in charge of ordering two types of stereo systems. Model
A costs $300 while Model B costs $400. The manager must order a total of at least 100 systems to meet
demand. The store will make $40 on each model A system and $60 on each model B system and
expects to make at least $4800 in total profit. How many of each model should be ordered in order to
minimize the cost?
a. Define your variables.
b. Write the objective equation that represents the Cost (C).
C. Write a system of all constraints for this problem.
d.. Solve the problem using the graph below. Be sure to locate all vertices and show your tests.
Page
31
PLARSON
PARKIN
Privacy
Transcribed Image Text:10:32 A bartleby.com bartleby ® Q&A h / Advanced Math / Q&A Library / Advanced Math Questi ssessment- Honors X -+ TE30TQ5NZC3MDU2/a/Mj15MTI1MTEWNjg3/details tie Davis- Holoca. Open with 5. Solve the following linear programming problem. An assistant manager of an appliance store is in charge of ordering two types of stereo systems. Model A costs $300 while Model B costs $400. The manager must order a total of at least 100 systems to meet demand. The store will make $40 on each model A system and $60 on each model B system and expects to make at least $4800 in total profit. How many of each model should be ordered in order to minimize the cost? a. Define your variables. b. Write the objective equation that represents the Cost (C). C. Write a system of all constraints for this problem. d.. Solve the problem using the graph below. Be sure to locate all vertices and show your tests. Page 31 PLARSON PARKIN Privacy
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