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Microeconomics
ECO402
VU
·
·
Lesson
42
COMPETITIVE
FACTOR MARKETS
Characteristics
1)
Large number of sellers of
the factor of
production
2)
Large number of buyers of
the factor of
production
3)
The buyers and sellers of
the factor of production are
price takers
Demand
for a Factor Input When
Only One Input Is
Variable
Demand for
factor inputs is a derived
demand...
·
Derived
from factor cost and
output demand
Assume
·
Two
inputs: Capital (K)
and Labor (L)
·
Cost of K is
r
and
the cost of labor is
w
·
K is fixed
and L is variable
Problem
·
How much
labor to hire?
Measuring
the Value of a Worker's
Output
·
Marginal
Revenue Product of Labor
(MRPL)
·
MRPL =
(MPL)(MR)
Assume
perfect competition in the
product market
·
Then MR =
P
Question
·
What will
happen to the value of MRPL when
more workers are
hired?
Marginal
Revenue Product
Wages
($
per
Competitive
Output Market (P
= MR)
hour)
MRPL =
MPLx P
Monopolistic
Output
MRPL =
MPL x MR
Market
Hours
of Work
Choosing
the profit-maximizing amount of
labor
·
If MRPL >
w
(the
marginal cost of hiring a
worker): hire the
worker
193
Microeconomics
ECO402
VU
·
If MRPL <
w:
hire
less labor
·
If MRPL =
w:
profit maximizing amount of
labor
Hiring
by a Firm in the Labor
Market (with Capital
Fixed)
In
a competitive labor market,
a
firm
faces a perfectly elastic
supply of labor
Price
and
can hire as many workers as
it wants at w*.
of
Labor
The
profit maximizing firm
will
hire
L* units
of labor at the point
where
the marginal revenue
product
of
labor is equal to the wage
rate.
w
S
Why
not hire fewer
or
more workers than L*.
MRPL =
L
Quantity
of Labor
Competitive
Factor Markets
Demand
for a Factor Input When
Only One Input Is
Variable
If the
market supply of labor
increased relative to demand
(baby boomers or
female
entry),
a surplus of labor would
exist and the wage
rate would fall.
Question
·
How would
this impact the quantity
demanded for labor?
A
Shift in the Supply of
Labor
Price
of
Labor
S1
w1
w2
S2
MRPL = DL
Quantity
of Labor
L1
L2
194
Microeconomics
ECO402
VU
Comparing
Input and Output
Markets
MRP
L =
( MP
L )( MR)
and
at profit maximizing
number
of workers MRP L =
w
(MP
L )( MR) =
w
MR
=
w
MP
L
w
MP
L =
MC of
production
In both
markets, input and output
choices occur where MR =
MC
·
MR from
the sale of the
output
·
MC from
the purchase of the
input
Demand
for a Factor Input When
Several Inputs Are
Variable
Scenario
·
Producing farm
equipment with two variable
inputs:
Labor
Assembly-line
machinery
·
Assume the
wage rate falls
Question
·
How will
the decrease in the wage
rate impact the demand
for labor?
Firm's
Demand Curve for Labor
(with Variable
Capital)
When
two or more inputs
are
Wages
variable,
a firm's demand for
one
($
per
input
depends on the
marginal
hour)
revenue
product of both
inputs.
When
the wage rate is $20,
A
represents
one point on the
firm's
demand
for labor curve.
A
When
the wage rate falls to
$15, the
20
MRP
curve shifts, generating a
new
C
point
C on the firm's demand
for
labor
curve. Thus A and C
are
15
on
the demand for labor
curve, but
B
B
is not.
D
10
MRPL
MRPL
5
0
40
80
120
160
Hours
of Work
195
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