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There are two different styles of shirts UB is planning on selling at the bookstore. UB will pay $12 and $17 for each shirt respectively. The cheaper shirt yields a profit of $8 while the other yields a profit of $13. UB estimates that no more than 800 shirts will be sold every month and does not plan to invest more than $12,000 in inventory of these shirts. In order to obtain a maximum monthly total profit, how many $17 shirts must be purchased? JUST GIVE A NUMERIC ANSWER PLEASE. Answer:

There are two different styles of shirts UB is planning on selling at the bookstore. UB will pay $12 and $17 for each shirt respectively. The cheaper shirt yields a profit of $8 while the other yields a profit of $13. UB estimates that no more than 800 shirts will be sold every month and does not plan to invest more than $12,000 in inventory of these shirts. In order to obtain a maximum monthly total profit, how many $17 shirts must be purchased? JUST GIVE A NUMERIC ANSWER PLEASE. Answer:

Algebra for College Students
Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter8: Functions
Section8.CR: Review Problem Set
Problem 50CR
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There are two different styles of shirts UB is planning on selling at the bookstore. UB will pay $12 and $17 for each shirt respectively. The cheaper shirt yields a profit of $8 while the other yields a profit of $13. UB estimates that no more than 800 shirts will be sold every month and does not plan to invest more than $12,000 in inventory of these shirts. In order to obtain a maximum monthly total profit, how many $17 shirts must be purchased? JUST GIVE A NUMERIC ANSWER PLEASE. Answer:
Transcribed Image Text:There are two different styles of shirts UB is planning on selling at the bookstore. UB will pay $12 and $17 for each shirt respectively. The cheaper shirt yields a profit of $8 while the other yields a profit of $13. UB estimates that no more than 800 shirts will be sold every month and does not plan to invest more than $12,000 in inventory of these shirts. In order to obtain a maximum monthly total profit, how many $17 shirts must be purchased? JUST GIVE A NUMERIC ANSWER PLEASE. Answer:
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