Chapter 3 Flashcards
Factors of production are classified into
- Capital
- Labour
- Others
Others include Raw material, land, energy
The amount of output produced depends on the quantities of
Capital and labor and their productivity
Productivity depends on
technology and management
Production Function is
A mathematical expression relating the amount of output
produced to quantities of capital and labor utilized, given current state of technology
The production Function
State the Production Function Formula
Y = A F (K, N)
‘Y’ is real output and ‘A’ is overall total factor productivity
Cobb-Douglas
Production Function
Y = A (K^α) (N^(1-α))
This production function applies to
Y = A F (K, N)
Both an economy as a
whole and individual firms
This production function applies to
Y = A F (K, N)
Both an economy as a
whole and individual firms
Increase in productivity (A) happens from
Improvements in technology or any other change in the economy that allows capital and labor to be utilized more effectively
The Shape of the production function is
Upward sloping but with decreasing slope as increasing the variable on the x-axis
Why does the slope of the production function becomes flatter as input rises
Diminishing marginal
product as input increases
Marginal Product of Capital is
The increase in output produced that results from one-unit increase in the capital stock.
MPK =
Change in Y/ Change in K
The slope of production function graph (Y vs. K) is the same as
MPK
Two main properties of production functions:
- MPK/MPN is always positive (more K increases Y or more N increases Y)
- Diminishing marginal productivity of capital/Labour (MPK declines as K rises or MPN declines as N rises)
Marginal Product of Labor is
The increase in output produced that results from one-unit increase in labor
MPN =
Change in Y/ Change in N
The slope of production function graph (Y vs. N) is the same as
MPN
Supply shocks involves a change
Productiivity shocks
In an economy’s production function
Supply shocks affect the
output that can be
produced for a given amount of inputs
Supply shocks incorporates changes in
The supply of factors of production other than capital and labor or changes that affect technologies or production methods used
Positive supply shocks can happen from
- Inventions
- Innovation in Management techniques
- Government regulations
- Oil prices
Positive supply shock raises
Output for a given amount of K and N
Upward Shift
Negative supply shock can happen because of
Unfavorable Weather, Oil prices
Negative supply shock leads to
a Lower output for a
given amount of K
and N
Downward shift
To be able to answer the following question:
“How much labor do firms want to use?”, a set of assumptions must set
List these assumptions
- Hold capital stock fixed.
- Workers are all alike
- Labor market is competitive.
- Firms demand the amount of labor that maximizes profits.
How firms demand the amount of labor that maximizes profits
It compares the cost of additional labor (wage) with its additional benefit (additional output produced)
Marginal Product of Labor (MPN) measure
The benefit of employing an additional worker in terms of extra output produced
Marginal Revenue Product of Labor (MRPN) measures
The benefit of employing an additional worker in terms of extra
revenue produced
MRPN =
P multiplied by MPN
To Maximize Profit the firm will either
The profit-maximizing point for a Firm
- Set the nominal wage equal to the marginal revenue product of labor
- Set the real wage equal to the marginal product of labor
W = MRPN where the ‘W’ here represent
Nominal Wage
w = MPN where the ‘w’ here represent
Real Wage=W/P
Increase employment if for an additional worker
Elaborate both in real and Nominal terms
MPN>w (Real terms)
P x MPN > W (Nominal terms)
Decrease Employment if for the last worker employed
Elaborate both in real and nominal terms
MPN < w (Real terms)
P x MPN < W (Nominal terms)
MPN curve is the same as
Labor demand curve
Labour demand curve shows
The quantity demanded of labor at any real wage
Any point on the labor demand curve is a
Profit maximising point
How changes in real wages affect the labour demand curve
Movements along the curve