Chapter 03 Flashcards
(53 cards)
What determines the toal production of goods and services
An economyʼs output of goods and services — its GDP — depends on (1) its quantity of inputs, called the factors of production, and (2) its ability to turn inputs into output, as represented by the production function.
Factors of production
The inputs used to produce goods and services. The 2 most important factors of production are capital (K) and Labor (L)
Factors of production - Capital
the set of tools that workers use: the construction workerʼs crane, the accountantʼs calculator, and this authorʼs personal computer
Factors of production - Labor
the time people spend working.
The production function
The available production technology determines how much output is produced from given amounts of capital and labor. Economists use a production function to express this relationship. Letting Y denote the amount of output, we write the production function as Y = F(K,L)
This equation states that output is a function of the amounts of capital and labor.
Constant returns to scale
Many production functions have a property called constant returns to scale. A production function has constant returns to scale if an increase of an equal percentage in all factors of production causes an increase in output of the same percentage. For example, if the production function has constant returns to scale, then increasing both capital and labor by 10 percent results in 10 percent more output. Mathematically, a production function has constant returns to scale if
How is national income distributed to the factors of production?
Because the factors of production and the production function together determine the total output of goods and services, they also determine national income. ational income flows from firms to households through the markets for the factors of production.
Marginal product of capital or labor
the demand for each factor of production depends on the marginal productivity of that factor. This theory, called the neoclassical theory of distribution, is accepted by most economists today as the best place to begin understanding how the economyʼs income is distributed from firms to households.`
Factor prices
Factor prices are the amounts paid to each unit of the factors of production. In an economy where the two factors of production are capital and labor, the two factor prices are the rent the owners of capital collect and the wage workers earn.
Factor prices example
Rent the owners of capital collect and the wage workers earn.
How a Factor of Production Is Compensated
The price paid to any factor of production depends on the supply and demand for that factor’s services. Because we have assumed that supply is fixed, the supply curve is vertical. As usual, the demand curve slopes downward. The intersection of the supply and demand curves determines the equilibrium factor price.
Production technology is expressed with the production function ____
Y=F(K,L)
where Y is the number of units produced (the firmʼs output), K the number of machines used (the amount of capital), and L the number of hours worked by the firmʼs employees (the amount of labor). Holding constant the technology as expressed in the production function, the firm produces more output only if it uses more machines or if its employees work more hours.
Labor Costs = ____
W * L, the wage W times the amount of Labor L
Capital Costs = _____
R * K, the rental price of capital R times the amount of capital K.
We can write profit as: profit + Revenue (PY)- Labor costs (WL) - capital costs (R*K)
How profit depends on the factors of production
To see how profit depends on the factors of production, we use the production function Y= F(K,L) to substitute for Y to obtain PROFIT = PF(K, L) - WL -RK.
This equation shows that profit depends on the product price P, the factor prices W and R, and the factor quantities L and K. A competitive firm takes the product and factor prices as given and chooses the amounts of labor and capital that maximize profit.
How do firms find their profit maximizing quantities of capital K and labor L.
Finding the marginal product of labor and capital.
The Marginal product of labor
The more labor a firm employs, the more output it produces. The marginal product of labor (MPL) is the extra amount of output the firm gets from one extra unit of labor, holding the amount of capital fixed. We can express this using the production function
MPL = F(K,L +1) - F(K,L)
This equation states that the marginal product of labor is the difference between the amount of output produced with L+1
units of labor and the amount produced with only L units of labor.
Property of diminishing marginal product
Diminishing Marginal Product: Holding the amount of capital fixed, the marginal product of labor decreases as the amount of labor increases. The MPL is the amount of extra output produced when an extra unit of labor is hired. As more labor is added to a fixed amount of capital, however, the MPL falls. Workers become less productive. In other words, holding capital fixed, each additional workers adds fewer K to the output.
What happens to the amount of output when we hold the amount of capital constant and vary the amount of labor?
The MPL becomes the slope of the production function… as the amount of labor increases, the production function becomes flatter, and that indicates diminishing marginal product.
Change in profit from hiring an additional unit of labor
Because an extra unit of labor produces MPL units of output, and each unit of output sells for P dollars, the extra revenue is P * MPL. he extra cost of hiring one more unit of labor is the wage W. Thus, the change in profit from hiring an additional unit of labor is (P*MPL)-W
How much labor does the firm hire?
where P*MPL = W or we also write this as MPL = W/P
Real wage W/P
Real wage is the payment to labor measured in units of output rather than in dollars. To maximize profits, the firm will hire up to the point at which the MPL = W/P (real wage)
The MPL schedule is also the firm’s labor demand curve because the MPL diminishes as the amount of labor increases.
Marginal Product of Capital and Capital Demand
A firm decides how much capital to rent in the same way it decides how much labor to hire. The marginal product of capital (MPK) is the amount of extra output the firm gets from an extra unit of capital, holding the amount of labor constant.