An office manager uses the function s(x) to determine the number of shirts the company can make when the employees work for a total of x hours. When the employees have worked for a total of 300 hours, they produce 500 shirts. Which equation correctly represents the company's production of shirts? A s(300) = 500 B s(300) = 800 C s(500) = 300 D s(500) = 800
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The production supervisor at Alexandra's Office Products finds that it takes 3 hours to manufacture a particular office chair and 6 hours to manufacture an office desk. A total of 1200 hours is available to produce office chairs and desks of this style. The linear equation that models this situation is $3 x+6 y=1200,$ where $x$ represents the number of chairs produced and y the number of desks manufactured. If 50 chairs are manufactured, find the greatest number of desks that can be made.
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The production supervisor at Alexandra's Office Products finds that it takes 3 hours to manufacture a particular office chair and 6 hours to manufacture an office desk. A total of 1200 hours is available to produce office chairs and desks of this style. The linear equation that models this situation is $3 x+6 y=1200,$ where $x$ represents the number of chairs produced and y the number of desks manufactured. Complete the ordered pair solution ( $, 0$ ) of this equation. Describe the manufacturing situation that corresponds to this solution.
The production supervisor at Alexandra's Office Products finds that it takes 3 hours to manufacture a particular office chair and 6 hours to manufacture an office desk. A total of 1200 hours is available to produce office chairs and desks of this style. The linear equation that models this situation is $3 x+6 y=1200,$ where $x$ represents the number of chairs produced and y the number of desks manufactured. Complete the ordered pair solution $(0, \quad)$ of this equation. Describe the manufacturing situation that corresponds to this solution.
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