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production function
(the quantity of output a firm produces depends on the quantity of inputs) the relationship between the quantity of inputs a firm uses and the quantity of output it produces.
fixed input
an input whose quantity is fixed for a period of time and cannot be varied. (ie land)
variable input
an input whose quantity the firm can vary at any time.
long run
the time period in which all inputs can be varied.
short run
the time period in which at least one input is fixed.
total product curve
shows how the quantity of output depends on the quantity of the variable input, for a given quantity of the fixed input.
change in the quantity output
called marginal product of labor (MPL) where one unit of labor is equal to one worker)
Marginal Product
the additional quantity of output that is produced by using one more unit of that input.
MPL equation
MPL= change in quantity of output / change in quantity of labor
Diminishing returns to an input
when an increase in the quantity of that input, holding the levels of all other inputs fixed, leads to a decline in the marginal product of that input.
Other things equal assumption
each successive unit of an input will raise production by less than the last if the quantity of all other inputs is held fixed.
Fixed cost
a cost that does not depend on the quantity of output produced. It is the cost of the fixed input.
Variable cost
A cost that depends on the quantity of output produced. It is the cost of the variable input.
Total cost
the sum of the fixed cost and variable cost of producing that quantity of output.
(TC=FC +VC)
Total cost curves
shows how total cost depends on the quantity of output.
Marginal cost
the change in total cost generated by producing one more unit of output
(MC = change in total cost / change in quantity of output) ie rise over run (slope)
tells producer how much more one unit of output costs to produce.
Average total cost
ATC = TC/Q
tells how much the average or typical unit of output costs to produce
U shaped average total cost
falls at low levels of output, then rises at higher levels
Average fixed cost
fixed cost per unit of output
Average variable cost
is variable cost per unit of output
Why ATC is a U-shape
at low levels of output, average total cost falls because the spreading effect of falling average fixed cost dominates the diminishing returns effect of rising average variable cost. At high levels of output, the opposite is true and total cost rises.
Spreading effect
The larger the output, the greater the quantity of output over which fixed cost is spread, leading to lower average fixed cost
Diminishing returns effect
The larger the output, the greater the amount of variable input required to produce additional units, leading to higher average variable cost.
Marginal cost curve
slopes upward — the result of diminishing returns affect that makes an additional unit of output more costly to produce than the one before.
Average variable cost curve
Slopes upward — due to diminishing returns (flatter than MC) This is because the higher cost of an additional unit of output is averaged across all units, not just the additional units, ni the average variable cost measure.
AFC curve
slopes downward — because of spreading effect
Three general principles that are always true about a firms ATC and MC curves
at minimum-cost output, average total cost is equal to marginal cost
At output less than the minimum-cost output, the marginal cost is less than average total cost and average total cost is falling.
At output greater than the minimum-cost output, the marginal cost is greater than average total cost and average total cost is rising.
Long run average total cost curve
shows the relationship between the output and average total cost when fixed cost has been chosen to minimize average total cost for each level of output.
Increasing returns to scale
when long-run average total cost declines as output increases.
decreasing returns to scale
when long-run average total cost increases as output increases.