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A company manufactures ink jet printers. The company has the capacity to make 70 printers per day and it has 120 hours of labor available per day. It takes 1 hour of labor to make an ink jet printer and 3 hours labor to make a laser printer. The profits are $30 per ink jet printer and $70 per laser printer. Write the inequalities that describe the constraints on the number of each type of printer produced per day. Begin by identifying what x and y represent. Graph the region determined by these constraints and list the corner points. Find the profit equation and determine the number of each type of printer that should be made each day to maximize profit. Finally find the maximum daily profit.
You work for Intelligent Information Inc, an international firm with more than 200,000 employees in several countries.
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The higher the position an employee occupies in an organization, the easier it is to appraise his or her performance objectively."
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