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Given the following cost function where a is thousands of units produced and C is in thousands of dollars. C(x) - 20x3 - 120x2 +

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Given the following cost function where a is thousands of units produced and C is in thousands of dollars. C(x) - 20x3 - 120x2 + 180x + 20 a) Find any Intervals where the cost is decreasing: between [ Select ] and [ Select ] ~units b) How many units should be produced to minimize the cost? [ Select ] c Find the minimum cost. [ Select ]

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