A company manufactures and sells bath cabinets. The function P(x) = -x 2 + 150x - 4425
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A company manufactures and sells bath cabinets. The function P(x) = -x2 + 150x - 4425 models the company’s daily profit, P(x), when x cabinets are manufactured and sold per day. How many cabinets should be manufactured and sold per day to maximize the company’s profit? What is the maximum daily profit?
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