Business Calculus Quiz
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DERIVATIVES
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A factory's daily production cost is C(n)C(n) dollars, where nn is the number of units produced. The number of units produced tt hours into the workday is given by n(t)n(t). The derivative C′(n)C'(n) represents the marginal cost per unit, and n′(t)n'(t) is the production rate in units per hour. What is the practical interpretation of the composite derivative (C∘n)′(3)(C \circ n)'(3)?
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