Exam 6: Production Cost: One Variable Input

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The marginal product of labour is:

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B

The cost to a cab driver of taking the day off increases when:

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A

If STC = 3q2 + 7q + 15 , then:

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C

Which of the following would be considered a sunk cost to a pharmaceutical company?

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The costs that influence decisions to supply are always:

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If a firm uses a fixed- proportions production technology to produce its final output:

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If STC = 7q3 + 3q + 7, then AVC is:

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The total product function of a variable input depends on:

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Sam produces widgets according to the production function F(L)= 100L(1/2). i)What is Sam's average productivity of labour? ii)What is Sam's marginal productivity of labour? iii)Graph APL and MPL on a diagram. Show that MPL is lower than APL for all values of L.

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A firm should allocate its workforce between the two plants such that the average product of workers in the two plants is the same.

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The higher the level of FC:

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When a firm produces its product using the quantity of the variable resource which maximizes its average product:

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A firm should allocate its output between the two plants such that the average cost in the two plants is the same.

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The diminishing marginal product of labour refers to:

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Figure 6A Figure 6A   -At point B in Figure 6A, the MP and AP are equal to each other because: -At point B in Figure 6A, the MP and AP are equal to each other because:

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The variable cost function shows the expenditure on the variable output:

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Widgets are produced according to the production function: F(K,L)= 2K+L. If K = 10 how much L is needed to produce 100 widgets?

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Herongate Horses produces saddles (y)using two inputs, leather (z1)and labour (z2). Herongate Horses' production function is given by: F(z1,z2)= (1/4)z1z2 . Suppose that z2 is fixed at 2. i)Find Herongate Horses' total product function, TP(z1)when w1 = 5 and w2 = 20. ii)Find Herongate Horses' variable cost function, VC(y). Find and graph the average variable cost function, AVC(y).

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Suppose that the production function for a truck driver is M = 34.641M0·5G0·5 where M is miles traveled, G is gallons of gasoline, and S is speed in kilometers per hour. Which of the following is the name of this type of production function?

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The free- disposal assumption implies that:

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