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Algebra
Question

There are two different styles of shirts UB is pla...

There are two different styles of shirts UB is planning on selling at the bookstore. UB will pay \( \$ 11 \) and \( \$ 16 \) for each shirt respectively. The cheaper shirt yields a profit of \( \$ 9 \) while the other yields a profit of \( \$ 14 \) . UB estimates that no more than \( 850 \) shirts will be sold every month and does not plan to invest more than \( \$ 13,000 \) in inventory of these shirts. In order to obtain a maximum monthly total profit, how many \( \$ 16 \) shirts must be purchased? 

Answer

11(850-x)+16x\(\le\)13000

x\(\le\)730

Solution
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