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Joey cuts lawns during the summer. Let q equal the number of acres mowed per day, and let L equal the number of hours worked per day. Joey never works more than eight hours per day, and during that time his short-run production function is q = 0.2 ∗ L. Which of the following statements is FALSE?


A) Joey's marginal product equals his average product.
B) Joey's marginal product diminishes by 0.2 for each additional hour worked.
C) Joey's average product is constant.
D) Joey's marginal product is constant.

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  -The above figure shows the isoquants for producing steel. When producing between 10,000 and 20,000 tons, there are A) increasing returns to scale. B) decreasing returns to scale. C) constant returns to scale. D) economies of scale. -The above figure shows the isoquants for producing steel. When producing between 10,000 and 20,000 tons, there are


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

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Over a five-year span, the ABC Co. reduced the amount of labor it hired. At the same time, the marginal productivity of labor increased. Which of the following COULD explain this observation?


A) the law of diminishing marginal returns
B) labor saving technical change
C) organizational innovation
D) All of the above.

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Average product will fall as long as


A) marginal product is falling.
B) it exceeds marginal product.
C) it is less than marginal product.
D) the number of workers is increasing.

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The implementation of the assembly line is an example how


A) changes in the organization of production improve productivity.
B) neutral technical change improves productivity.
C) non-neutral technical change can decrease productivity.
D) labor saving technical change increases economy-wide unemployment.

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Which of the following is likely to have the longest long run?


A) a beauty salon.
B) a pizza parlor.
C) a road construction firm.
D) an airline.

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Which of the following statements is TRUE in the short run?


A) Generally, labor is a variable input.
B) Generally, capital is a variable input.
C) Raw materials are generally considered to be fixed inputs.
D) Whether or not an input is considered fixed is dependent on the price paid for the input.

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Suppose the production of DVD players can be represented by the following production function: q = L0.4K0.4. The firm currently produces q1 units. If all inputs doubled, the new level of output will equal


A) 20.4 ∗ q1.
B) 20.8 ∗ q1.
C) 0.8 ∗ q1.
D) 1.6 ∗ q1.

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Suppose that additional units of capital affect the marginal productivity of labor. This is not unrealistic. Word processors increase the marginal productivity of secretaries. On the other hand, robotic equipment can completely replace a worker and, thereby, lower the marginal productivity of labor. Given this possibility, determine the conditions under which isoquants will not be convex (i.e., concave).

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The slope of the isoquant equals -MPL/MPK....

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Returns to scale refers to the change in output when


A) all inputs increase proportionately.
B) labor increases holding all other inputs fixed.
C) capital equipment is doubled.
D) specialization improves.

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If production function q1 = f(L, K) , which of the following production functions illustrates neutral technical progress?


A) q2 = f(1.25L, 1.25K)
B) q2 = f(1.25L, K)
C) q2 = f(L, 1.25K)
D) q2 = 1.25 ∗ f(L, K)

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Isoquants


A) hold utility constant.
B) hold capital constant.
C) hold labor constant.
D) hold output constant.

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If a firm triples inputs and produces three times the output, then there are


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

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Which of the following is an input to the production process?


A) a janitor's time
B) a cement mixer
C) Both A and B.
D) None of the above.

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Given the production function q = 4L + K, what is formula for the marginal product of labor?


A) 4
B) 4 + K
C) 4K
D) Cannot be determined with the information given.

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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 (are) TRUE?


A) The production function has decreasing returns to scale.
B) The marginal productivity of labor falls as labor increases in the short run.
C) Capital and labor can be substituted for one another.
D) All of the above.

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The actual time length of the short run is determined by when diminishing marginal returns start.

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  -The above table shows the short-run production function for Albert's Pretzels. The average product of labor A) increases first and then decreases. B) decreases first and then increases. C) decreases throughout. D) increases throughout. -The above table shows the short-run production function for Albert's Pretzels. The average product of labor


A) increases first and then decreases.
B) decreases first and then increases.
C) decreases throughout.
D) increases throughout.

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The length of the short run is the same for all firms.

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With respect to production, the short run is best defined as a time period


A) lasting about six months.
B) lasting about two years.
C) in which all inputs are fixed.
D) in which at least one input is fixed.

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