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28 Cards in this Set
- Front
- Back
A firm's _______ summarizes all of its possible methods of producing its output. |
production technology |
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A firm's _______ contains all combinations of inputs and outputs that are possible given the firms' technology. |
production possibilities set |
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A firm's _______ contains all combinations of inputs and outputs that the firm can achieve using efficient production methods. |
efficient production frontier |
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A firm's _______ shows the amount of output a firm can produce from given amounts of inputs using efficient production methods. |
production function |
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As long as a firm can freely dispose of any extra inputs it may have: |
its production function must slope upward. |
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In the short run: |
at least one input is fixed. |
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The long run refers to a period of time over which: |
all inputs are variable. |
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Which of the following is a short-run decision? |
Because of an increase in enrollment, the economics department hires two new professors. |
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Suppose that a firm uses both labor (L) and capital (K) as inputs. The firm's long-run production function is Q = F(L,K) = 5√L√K. If the firm has 100 units of capital, what is its short-run production function? |
Q = F(L) = 50√L |
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Suppose that a firm uses both labor (L) and capital (K) as inputs. The firm's long-run production function is Q = F(L,K) = 5√L√K. The firm has 100 units of capital. If the firm uses an efficient production method, how much output does it produce in the short run if it hires 25 workers? |
250 units |
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Suppose that a firm uses both labor (L) and capital (K) as inputs. The firm's long-run production function is Q = F(L,K) = 8√L√K. The firm has _____ units of capital. If the firm uses an efficient production method and hires _____ workers, it can produce _____ units of output. |
225; 100; 1,200 |
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Suppose that a firm uses both labor (L) and capital (K) as inputs. The firm's long-run production function is Q = F(L,K) = 4√L√K. The firm has _____ units of capital. If the firm uses an efficient production method and hires _____ workers, it can produce _____ units of output. |
225; 225; 900 |
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The average product of labor is defined as: |
the amount of output divided by the number of workers employed. |
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The marginal product of labor is defined as: |
the additional output produced by the last ∆L units of labor hired. |
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Refer to Table:
What is the marginal product of the 3rd worker? What is the average product of the 4th worker? Diminishing returns set in with the ______ worker What is the marginal product of the 6th worker? What is the average product of the 5th worker?
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4 units of output 4 units of output fifth 1 unit of output 4.4 units of output |
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Which of the following is the formula for the marginal product of labor? |
[F(L) - F(L - ∆L)]/∆L |
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Which of the following is the formula for the average product of labor? |
F(L)/L |
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According to the Law of Diminishing Marginal Returns, as additional units of one input are employed as all other inputs are held constant, total output will eventually ______. |
increase at a decreasing rate |
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When the marginal product of an input is ______ than the average product, the marginal units of the input _____ the average product. |
larger; raise |
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If hiring one more worker causes the average product of labor to fall, then: |
the marginal product of labor is less than the average product of labor. |
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What is the average product of 20 workers? What is the marginal product of the 25th worker? |
1.1 units of output 2.0 units of output |
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Which of the following statements is true? With which worker does diminishing marginal returns set in?
Curve A must be MPL and Curve B must be APL because: |
The curve labeled A represents the MPL. The 30th worker when Curve A lies above Curve B, Curve B is rising, and when Curve A lies below Curve B, Curve B is falling. |
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When labor inputs are finely divisible, the average product of labor curve is ______ sloping at L if the marginal product is ______ the average product. |
upward; below |
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Suppose a manager is deciding how to allocate workers between two plants. The marginal product of labor in plant 1 is 10 units of output. The marginal product of labor in plant 2 is 14 units of labor. What should the manager do? |
Reallocate workers from plant 1 to plant 2, because MPL is greater in plant 2 than in plant 1. |
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______ are resources that are fully used up in the production process. |
Materials |
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______ identifies all of the input combinations that efficiently produce a given amount of output. |
An isoquant |
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Isoquants are the ______ created by the ______. |
contour lines; production function |
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Which of the following is NOT a property of isoquants? |
Isoquants may slope upward or downward. |