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Isoquants that are downward-sloping straight lines imply that the inputs


A) are perfect substitutes.
B) are imperfect substitutes.
C) cannot be used together.
D) must be used together in varying proportions.

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With capital on the vertical axis and labor on the horizontal axis, vertical isoquants imply that


A) capital and labor are perfect substitutes.
B) capital and labor must be used together in a fixed proportion.
C) capital is not productive.
D) labor is not productive.

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  -The table in the above figure shows the levels of output resulting from different levels of inputs. Returns to scale are greatest at which level of output? A) 100-200 units B) 200-400 units C) 400-600 units D) There is insufficient information to answer the question. -The table in the above figure shows the levels of output resulting from different levels of inputs. Returns to scale are greatest at which level of output?


A) 100-200 units
B) 200-400 units
C) 400-600 units
D) There is insufficient information to answer the question.

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Show that increasing returns to scale can co-exist with diminishing marginal productivity.

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The production function below illustrate...

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Decreasing returns to scale may occur because increasing the amount of inputs used


A) increases specialization.
B) always increases the amount of output produced.
C) may cause coordination difficulties.
D) increases efficiency.

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Suppose the production function for T-shirts can be represented as q = L0.25K0.75. Show that the marginal productivity of labor diminishes in the short run.

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In the short run, MPL = 0.25 ∗...

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Which of the following is least likely to be considered an input to production?


A) a supervisor's time
B) an integrated circuit fabrication plant
C) wind
D) None of the above.

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Neutral technical progress allows a firm to


A) produce more output with the same inputs.
B) use less capital to produce more output.
C) use less labor to produce more output.
D) produce the same amount of output with the same inputs.

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  -At Joey's Lawncutting Service, a lawn mower cannot cut grass without a laborer. A laborer cannot cut grass without a lawn mower. Which graph in the above figure best represents the isoquants for Joey's Lawncutting Service when units of capital per day is on the vertical axis and units of labor per day is on the horizontal axis? A) Graph A B) Graph B C) Graph C D) Graph D -At Joey's Lawncutting Service, a lawn mower cannot cut grass without a laborer. A laborer cannot cut grass without a lawn mower. Which graph in the above figure best represents the isoquants for Joey's Lawncutting Service when units of capital per day is on the vertical axis and units of labor per day is on the horizontal axis?


A) Graph A
B) Graph B
C) Graph C
D) Graph D

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Which of the following statements best summarizes the law of diminishing marginal returns?


A) In the short run, as more labor is hired, output diminishes.
B) In the short run, as more labor is hired, output increases at a diminishing rate.
C) In the short run, the amount of labor a firm will hire diminishes as output increases.
D) As more labor is hired, the length of time that defines the short run diminishes.

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A firm that engages in efficient production


A) cannot produce the same output with fewer inputs.
B) could produce the same output with fewer inputs if it wanted to.
C) is not interested in profit maximization.
D) uses old technology to minimize costs.

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Which of the following is NOT a property of isoquants?


A) They do not cross.
B) The closer they are to the origin, the higher the level of output.
C) They have a downward slope.
D) They are "thin."

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Suppose the production of DVD players can be represented by the following production function: q = L0.4K0.4. Which of the following statements is TRUE?


A) The production function has decreasing returns to scale.
B) The production function has increasing returns to scale.
C) The production function has constant returns to scale.
D) Returns to scale vary with the level of output.

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  -The table in the above figure shows the levels of output resulting from different levels of inputs. At which level of input are there constant returns to scale? A) 400-600 units B) Constant returns to scale exist throughout all levels of production. C) Constant returns to scale do not exist at any level of production. D) No firm conclusions can be drawn. -The table in the above figure shows the levels of output resulting from different levels of inputs. At which level of input are there constant returns to scale?


A) 400-600 units
B) Constant returns to scale exist throughout all levels of production.
C) Constant returns to scale do not exist at any level of production.
D) No firm conclusions can be drawn.

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Explain why labor might not always be a variable input.

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In the real world, units of labor are no...

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Let the production function be q = ALaKb. The function exhibits constant returns to scale if


A) a + b = 1.
B) a + b > 1.
C) a + b < 1.
D) Cannot be determined with the information given.

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A firm engaging in efficient production, using current technology, ________ produce its current level of production with ________ inputs.


A) could; fewer
B) cannot; fewer
C) cannot, more
D) cannot; different

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Labor saving nonneutral technical progress allows a firm to


A) produce more output with the same inputs.
B) use less labor and the same amount of other inputs to produce the same level of output.
C) use more labor to produce the same level of output.
D) use less labor and more of other inputs to produce the same level of output.

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  -The above figure shows the isoquants for producing steel. When producing less than 10,000 tons, there are A) increasing returns to scale. B) decreasing returns to scale. C) constant returns to scale. D) diseconomies of scale. -The above figure shows the isoquants for producing steel. When producing less than 10,000 tons, there are


A) increasing returns to scale.
B) decreasing returns to scale.
C) constant returns to scale.
D) diseconomies of scale.

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Cobb-Douglas production functions can never possess varying returns to scale.

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