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1. The cost function for producing x units of a product is C(x) = -0.003x + 4.2x+ 3000. The revenue function is R(x) - 138x-

1. The cost function for producing x units of a product is C(x) = -0.003x + 4.2x+ 3000. The revenue function is R(x) - 138x- 0.15x. Determine the marginal profit for the sale of 100 units of the product. (4 marks)

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