The marginal cost of producing a product is the cost of producing one more unit. If you produce n units, then it is essentially the instantaneous rate of change of the total cost after producing n units, or the cost to produce one more item (n + 1). Given the total cost of producing x units C(x) x = 500. Include units of measure. = 10,000 + 5x + 0.01x², calculate the marginal cost at a) b) What is the total cost of making 500 units? 501 units? How do these values support your answer found in part (a)?

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