Exam 5: The Production Process and Costs

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For the cost function C(Q)= 200 + 3Q + 8Q2 + 4Q3,what is the average fixed cost of producing six units of output?

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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 implied when the total cost of producing Q1 and Q2 together is less than the total cost of producing Q1 and Q2 separately?

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Two firms producing identical products may merge due to the existence of:

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Suppose that production for good X is characterized by the following production function,Q = K0.5L0.5,where K is the fixed input in the short run.If the per-unit rental rate of capital,r,is $15 and the per-unit wage,w,is $125,then the average fixed cost of using 16 units of capital and 25 units of labor is:

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Suppose the production function is Q = min {3K,L}.How much output is produced when 6 units of labor and 3 units of capital are employed?

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If the production function is Q = K.5L.5 and capital is fixed at 9 units,then the marginal product of labor when L = 49 is:

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The following table summarizes the short-run production function for your firm.Your product sells for $5 per unit,labor costs $5 per unit,and the rental price of capital is $20 per unit.Complete the following table,and then answer the accompanying questions. (1) (2) (3) (4) (5) (6) (7) K L Q M A A VM 0 5 0 1 5 10 2 5 30 3 5 60 4 5 80 5 5 90 6 5 95 7 5 95 8 5 90 9 5 80 10 5 60 11 5 30 a.Which inputs are fixed inputs? Which are the variable inputs? b.How much are your fixed costs? c.What is the variable cost of producing 20 units of output? d.How many units of the variable input should be used to maximize profits? e.What are your maximum profits? f.Over what range of variable input usage do increasing marginal returns exist? g.Over what range of variable input usage do decreasing marginal returns exist? h.Over what range of variable input usage do negative marginal returns exist?

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The inputs that a manager uses to alter production are referred to as:

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An isoquant defines the combination of inputs that yield the producer:

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Suppose the production function is given by Q = 3K + 4L.What is the marginal product of capital when 5 units of capital and 10 units of labor are employed?

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The average product of labor depends on how many units of:

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The production function in the table below exhibits decreasing marginal returns to capital over what output range? Production Function far God K Q =(\DeltaQ/\DeltaK) =(Q/K) Mverage Labor Capital Output Product of Capital Product of Capital 9 0 0 - - 9 10 57 5.7 5.70 9 20 324 26.7 16.20 9 30 657 33.3 9 40 1,072 41.5 26.80 9 50 1,524 45.2 30.48 9 60 1,976 45.2 32.93 9 70 2,391 41.5 34.16 9 80 2,724 33.3 34.05 9 90 2,991 33.23 9 100 3,048 5.7 30.48 9 110 3,016 -3.2 27.42 9 120 2,945 -7.1 24.54

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Suppose that production for good X is characterized by the following production function,Q = K0.5L0.5,where K is the fixed input in the short run.If the per-unit rental rate of capital,r,is $15 and the per-unit wage,w,is $5,then the average fixed cost of using 16 units of capital and 25 units of labor is:

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Sunk costs are those costs that:

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If the production function is Q = K.5L.5 and capital is fixed at 1 unit,then the average product of labor when L = 36 is:

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For the multiproduct cost function C(Q1,Q2)= 100 + 2Q1Q2 + 4Q12,what is the marginal cost function for good one?

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The difference between average total costs and average variable costs is:

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Suppose the cost function is C(Q)= 50 + Q − 10Q2 + 2Q3.What is the variable cost of producing 10 units?

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Suppose that production for good X is characterized by the following production function,Q = K0.5L0.5,where K is the fixed input in the short run.If the per-unit rental rate of capital,r,is $25 and the per-unit wage,w,is $15,then the average fixed cost of using 81 units of capital and 9 units of labor is:

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