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The long-run average total cost curve is constructed from the


A) Minimum points of the short-run marginal cost curves.
B) Minimum points of the short-run average variable cost curves.
C) Lowest average total cost for producing each level of output.
D) Minimum points of the long-run marginal cost curves.

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Total cost refers to the market value of all resources used in producing a good or service.

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True

 Output  (Units per Day)   Total Cost  (Dollars per Day)  016130242358478 Table 21.4 \begin{array}{l}\begin{array} { | c | c | } \hline \begin{array} { c } \text { Output } \\\text { (Units per Day) }\end{array} & \begin{array} { c } \text { Total Cost } \\\text { (Dollars per Day) }\end{array} \\\hline 0 & 16 \\\hline 1 & 30 \\\hline 2 & 42 \\\hline 3 & 58 \\\hline 4 & 78 \\\hline\end{array}\\\text { Table 21.4 }\end{array} For the output levels in Table 21.4, the minimum of the average variable cost curve occurs at a production rate of


A) 3 units per day.
B) 2 units per day.
C) 4 units per day.
D) Zero units per day.

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  Refer to Figure 21.3.The best estimate of where diminishing marginal returns begin is at an output level of A)  10. B)  20. C)  30. D)  40. Refer to Figure 21.3.The best estimate of where diminishing marginal returns begin is at an output level of


A) 10.
B) 20.
C) 30.
D) 40.

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If choosing a larger plant will reduce minimum average costs, there are economies of scale.

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  Refer to Figure 21.5.Economies of scale occur in the following range of factory sizes A)  #1 to #2. B)  #1 to #3. C)  #3 only. D)  #1 to #5. Refer to Figure 21.5.Economies of scale occur in the following range of factory sizes


A) #1 to #2.
B) #1 to #3.
C) #3 only.
D) #1 to #5.

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B

Ceteris paribus, the law of diminishing returns states that beyond some point, the


A) Returns on stocks and bonds diminish with higher security prices.
B) Addition to total utility diminishes as more units of a good are consumed.
C) Marginal physical product of a factor of production diminishes as more of that factor is used.
D) Output of any good increases as more of a variable input is used.

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In the short run, when a firm produces zero output, total cost equals


A) Zero.
B) Variable costs.
C) Fixed costs.
D) Marginal costs.

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 Output (units per day)  0102030 Total cost (dollars per day)  $40$54$62$80 Table 21.2\begin{array}{l}\begin{array} { | l | r | r | r | r | } \hline \text { Output (units per day) } & 0 & 10 & 20 & 30 \\\hline \text { Total cost (dollars per day) } & \$ 40 & \$ 54 & \$ 62 & \$ 80 \\\hline\end{array}\\\text { Table } 21.2\end{array} At 30 units of output in Table 21.2, the total variable cost is


A) $30.
B) $40.
C) $50.
D) $80.

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Which of the following is most likely a fixed cost?


A) The material used to make jackets.
B) The labor on an automotive assembly line.
C) The rent for a factory.
D) The electricity used to run packaging equipment.

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Which of the following would cause a firm's production function to shift upward?


A) An increase in production by the firm.
B) Hiring more workers.
C) Increased training for the firm's workers.
D) An increase in factor costs.

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A production function shows the


A) Minimum amount of output that can be obtained from alternative combinations of inputs.
B) Maximum quantity of inputs required to produce a given quantity of output.
C) Maximum output that can be produced with varying combinations of factor inputs.
D) Output capacity of the entire economy.

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 Output  (Units per Day)   Total Cost  (Dollars per Day)  016130242358478 Table 21.4 \begin{array}{l}\begin{array} { | c | c | } \hline \begin{array} { c } \text { Output } \\\text { (Units per Day) }\end{array} & \begin{array} { c } \text { Total Cost } \\\text { (Dollars per Day) }\end{array} \\\hline 0 & 16 \\\hline 1 & 30 \\\hline 2 & 42 \\\hline 3 & 58 \\\hline 4 & 78 \\\hline\end{array}\\\text { Table 21.4 }\end{array} The marginal cost of the fourth unit of output in Table 21.4 is


A) $4.00.
B) $20.00.
C) $16.00.
D) $19.50.

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B

The productivity of any input is independent and is not affected by the other resources that are used.

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Marginal physical product is the change in total output associated with one additional unit of input.

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Complete Table 21.5: QTFCTVCTCAVCMC0__________151__________23__________2____________________43_____15_______________\begin{array}{l}\begin{array} { l ll l l l } Q&TFC&TVC&TC&AVC&MC\\0&\_\_\_\_\_&\_\_\_\_\_&15&--&--\\1&\_\_\_\_\_&\_\_\_\_\_&23&\_\_\_\_\_&\_\_\_\_\_\\2&\_\_\_\_\_&\_\_\_\_\_&\_\_\_\_\_&\_\_\_\_\_&4\\3&\_\_\_\_\_&15&\_\_\_\_\_&\_\_\_\_\_&\_\_\_\_\_\end{array}\end{array}  Table 21.5\text { Table } 21.5 The average variable cost of the second unit of output in Table 21.5 is


A) $6.00.
B) $4.00.
C) $8.00.
D) $15.00.

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Assuming labor is a variable input, an increase in labor productivity will result in


A) A downward shift in the MPP curve.
B) A downward shift in the MC curve.
C) An upward shift in the ATC curve.
D) A downward shift in the production function.

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Short-run choices imply that at least one factor of production is fixed.

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The period in which there are no fixed costs is the


A) Production run.
B) Long run.
C) Short run.
D) Implicit run.

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  What is the total cost of 120 units in Figure 21.2? A)  $34,560. B)  $9,600. C)  $24,960. D)  $10,560. What is the total cost of 120 units in Figure 21.2?


A) $34,560.
B) $9,600.
C) $24,960.
D) $10,560.

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