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14 Cards in this Set
- Front
- Back
purpose of a firm
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turn inputs into outputs
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production function
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relationship between inputs and outputs
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marginal product
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additional output that can be produced by adding one more unit of a particular input while holding other inputs constant
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difference between avg product and marginal product
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marginal eventually reaches zero
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isoquant map
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contour map of a firms production function
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isoquant
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curve that shows the various combinations of inputs that will produce the same amount of output
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marginal rate of technical substitution (rts)
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the amount by which one input can be reduced when one more unit of another input is added while holding output constant.
The negative of the slope of an isoquant the amount by which capital input can be reduced when one more unit of labor is used holding output constant - changes in capital input / changes in labor input RTS must be positive, slope of isoquant negative |
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returns to scale
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the rate at which output increases in response to proportional increases in all inputs
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constant returns to scale
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doubling all inputs double outputs
output isoquants expand proportionally |
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decreasing returns to scale
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doubling of all inputs yields less than doubling of outputs
isoquants get farther apart as output expans |
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increasing returns to scale
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doubling all inputs results in more than doubling of output
isoquants get closer together as input expands |
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fixed proportions productions function
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inputs must be used in fixed ratio
L shaped isoquants |
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technical progress
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a shift in production function that allows a given output to be produced using fewer inputs
shifts toward origin |
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multifactor productivity
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change in Qpredicted = f(k10,l10) - f(k5,l5)
change in Qactual = q10 - q5 technical change = change in Qactual - Change in Q predicted |