Producer theory Flashcards
factors of production
labor force, capital, land, raw materials
isoquants
set of input combinations that allow the firm to produce the same amount of output
Opportunity cost
payoff associated w the next best alternative
Non-sunk costs
costs that are incurred only if a particular decision is made and are thus avoided if the decision is not made
sunk costs
costs that must be incurred no matter what decision is made. They cannot be avoided or they have already been incurred
Marginal product of a production factor
the additional output produced when one more unit of that input is used, keeping all other inputs constant
Marginal rate of technical substitution
the rate at which one input can be substituted for another in the production process, without changing the total output.
Return to scale
how a firm’s output changes when it increases all inputs by the same proportion.
Isoquant
- same product can be produced by using different combinations of inputs
- same firm may choose different input combinations in different production facilities
Perfect substitutable production factors
robots & workers
Perfect complements
operators & technologies
Law of diminishing marginal returns
as the use of one input increases and the quantity of other inputs are held fixed, a point will be reached beyond which the marginal product of that input will decrease
Marginal product of labor
the additional output produced when one more unit of labor is added, keeping all other inputs (like capital) constant.
Marginal product of capital
additional output produced when one more unit of capital (e.g., a machine) is used, keeping labor constant
Average product of labor
total output (Q) produced divided by the number of units of labor (L) used.
The magical rate of technical substitution (analysis)
- MRTS decreases as L increases (on the same isoquant)
- isoquants are convex
- is a convex function
Returns to scale (1): if proportionate increase in all input quantities result in proportionate increase in output
the production function exhibits constant returns to scale
Returns to scale (1): if proportionate increase in all input quantities result in a greater-than- proportionate increase in output
production function exhibits increasing returns to scale
Returns to scale (1): if proportionate increase in all input quantities result in less-than-proportionate increase in output
production function exhibits decreasing returns to scale
Returns to scale ≠ marginal returns
> returns to scale pertains to the impact of an increase in all input quantities simultaneously
marginal returns pertains the impact of an increase in the quantity of a single input
Objectives for D & S
- d: consumers maximise utility subject to budget constraints
- s: firms maximise profits subject to technology constraints
Profit =
Revenue - cost
p * q - Cost (q)
Cost =
opportunity cost as opposed to accounting cost
Economic profits =
Revenue - Opportunity Cost