Suppose the cost function is c(q) = 50 + q − 10q2 + 2q3. what are the fixed costs?

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    Asked by GrandIceDove5904

    Suppose the cost function is C(Q) = 50 + Q - 10Q2 + 2Q3. What is the marginal cost of producing 10 units? my teacher said it was 401 for the answer but I don't understand how he got that answer because he asked the same problem and said that answer was 801.... Suppose the cost function is C(Q) = 50 + Q - 10Q2 + 2Q3. What is the marginal cost of producing 10 units? Selected Answer: Correct $401 Suppose the cost function is C(Q) = 50 + Q + 10Q2 + 2Q3. What is the marginal cost of producing 10 units? Selected Answer: Correct $801

    Answer & Explanation

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    Answered by mayankgupta

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    Suppose the cost function is c(q) = 50 + q − 10q2 + 2q3. what are the fixed costs?

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    What is the total cost of producing 125 units of output?

    Total cost = fixed cost (FC) + variable cost (VC). Based on the information found in the table, the fixed and variable costs for 125 units of output are: Fixed cost (FC) = 1,000. Variable cost (VC) = 1,400.

    When marginal cost curve is below an average cost curve average cost is?

    The marginal cost curve intersects both the average variable cost curve and (short-run) average total cost curve at their minimum points. When the marginal cost curve is above an average cost curve the average curve is rising. When the marginal costs curve is below an average curve the average curve is falling.

    Which of the following cost functions exhibits cost complementarity?

    Hence, the cost curve exhibits cost complementarity.