Question: 6x +5 Find the total cost function C(x) (in thousands of dollars) if the marginal cost (in thousands of dollars per unit) at a production

 6x +5 Find the total cost function C(x) (in thousands of

dollars) if the marginal cost (in thousands of dollars per unit) at

6x +5 Find the total cost function C(x) (in thousands of dollars) if the marginal cost (in thousands of dollars per unit) at a production level of x units is C'(x) = - (05x5 4), and fixed costs are $40,000 (c(0) = 40). Which of the following explains how to find C(x), the total cost function if the marginal cost at a production level of x units is C'(x)? O A. To find the total cost function, evaluate the indefinite integral of the marginal cost and apply the initial conditions (c(0) = 40). Therefore, C(x) = (Type an exact answer.) O B. To find the total cost function, evaluate the derivative of the marginal cost and apply the initial conditions (c(0) = 40). Therefore, C(x) =

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