1
Homework
Objectives
Objectives and Homework
2
Objectives and Homework
3
4
Homework
Objectives
Unit 5: The Resource Market
5
(aka: The Factor Market or Input Market)
Unit 5: The Resource Market
6
Length: 2 Weeks
Chapters: 27 and 28
Assignments: Problem Set #5
Good News:
7
Producers Supply
Households Demand
Product Market
8
Producers Demand
Households Supply
Resource Market
9
Perfectly Competitive Labor Market
Characteristics:
10
Perfect
Competition
Monopsony
Resource Markets
Perfectly Competitive Labor Market and Firm
SL
DL
?
Wage
Q
Wage
Q
5000
$10
Industry
Firm
Resource Demand
Example 1:
Example 2:
Derived Demand-
The demand for resources is determined (derived) by the products they help produce.
12
Push-Up Machine
13
14
(MRC = $5).
The Push-Up Machine
15
The additional cost of an additional resource (worker).
In perfectly competitive labor markets the MRC equals the wage set by the market and is constant.
Ex: The MRC of an unskilled worker is $8.75.
Another way to calculate MRC is:
Marginal
Resource
Cost
=
Change in
Total Cost
Change in
Inputs
Marginal Resource Cost (MRC)
16
The additional revenue generated by an additional worker (resource).
In perfectly competitive product markets the MRP equals the marginal product of the resource times the price of the product.
Ex: If the Marginal Product of the 3rd worker is 5 and the price of the good is constant at $20 the MRP is…….
$100
Another way to calculate MRP is:
Marginal
Revenue
Product
=
Change in
Total Revenue
Change in
Inputs
Marginal Revenue Product
Calculate MP and MRP
The Push-Up Machine
Quantity Labor | Total Product | Marginal Product | MRP @ $1 Price |
| | | |
| | | |
| | | |
| | | |
| | | |
| | | |
| | | |
Supply
Demand
The Push-Up Machine
Why does the MRP eventually fall?
The MRP determines the demand for labor
The Push-Up Machine
20
Homework
Objectives
21
22
Continue to hire until…
MRP = MRC
How do you know how many resources (workers) to employ?
Calculate MP and MRP
The Push-Up Machine
Quantity Labor | Total Product | Marginal Product | MRP @ $1 Price |
0 | 0 | - | - |
1 | 35 | 35 | 35 |
2 | 65 | 30 | 30 |
3 | 73 | 8 | 8 |
4 | 76 | 3 | 3 |
5 | 60 | -16 | -16 |
6 | | | |
MRC @ $5 Price |
$5 |
$5 |
$5 |
$5 |
$5 |
$5 |
$5 |
Perfectly Competitive Labor Market and Firm
DL
?
Wage
Q
Wage
Q
QE
WE
Industry
Firm
SL
SL
DL
Wage
Q
Wage
Q
Industry
Firm
QE
WE
Qe
DL=MRP
SL=MRC
Side-by-side graph showing Market and Firm
Industry Graph
26
DEMAND RE-DEFINED
What is Demand for Labor?
Demand is the different quantities of workers that businesses are willing and able to hire at different wages.
What is the Law of Demand for Labor?
There is an INVERSE relationship between wage and quantity of labor demanded.
What is Supply for Labor?
Supply is the different quantities of individuals that are willing and able to sell their labor at different wages.
What is the Law of Supply for Labor?
There is a DIRECT (or positive) relationship between wage and quantity of labor supplied.
Workers have trade-offs between work and leisure
27
Where do you get the Market Demand?
Q
McDonalds
Wage | QLDem |
$12 | 1 |
$10 | 2 |
$8 | 3 |
$6 | 5 |
$4 | 7 |
Burger King
Other Firms
Wage | QLDem |
$12 | 0 |
$10 | 1 |
$8 | 2 |
$6 | 3 |
$4 | 5 |
Wage | QLDem |
$12 | 9 |
$10 | 17 |
$8 | 25 |
$6 | 42 |
$4 | 68 |
Wage | QLDem |
$12 | 10 |
$10 | 20 |
$8 | 30 |
$6 | 50 |
$4 | 80 |
Market
3
P
Q
2
P
Q
25
P
Q
30
P
$8
$8
$8
$8
D
D
D
D
Who demands labor?
DL
Quantity of Workers
Wage
29
Who supplies labor?
Quantity of Workers
Wage
Labor Supply
30
Equilibrium
Wage (the price of labor) is set by the market.
EX: Supply and Demand for Carpenters
Quantity of Workers
Wage
Labor Supply
Labor Demand =
MRP
$30hr
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Individual Firms
32
Wage
Q
Qe
DL=MRP
SL=MRC
33
Example:
$100/day
$200
$50
1
$200
$100
It must drop to $50
You’re the Boss
To maximize profit how many workers should you hire?
34
Workers
Total
Product
(Output)
Use the following data:
0
1
2
3
4
5
6
7
0
7
17
24
27
29
30
27
*Hint*
How much is each worker worth?
Wage = $20
Price = $10
35
Units of
Labor
Total
Product
(Output)
Use the following data:
0
1
2
3
4
5
6
7
0
7
17
24
27
29
30
27
Wage = $20
Price = $10
36
Units of
Labor
Total
Product
(Output)
Use the following data:
0
1
2
3
4
5
6
7
0
7
17
24
27
29
30
27
Wage = $20
Price = $10
Marginal
Product
(MP)
-
7
10
7
3
2
1
-3
This shows the PRODUCTIVITY of each worker.
Why does productivity decrease?
37
Units of
Labor
Total
Product
(Output)
Use the following data:
0
1
2
3
4
5
6
7
0
7
17
24
27
29
30
27
Wage = $20
Price = $10
Marginal
Product
(MP)
-
7
10
7
3
2
1
-3
Product
Price
0
10
10
10
10
10
10
10
Price is constant because we are in a perfectly competitive market.
38
Units of
Labor
Total
Product
(Output)
Use the following data:
0
1
2
3
4
5
6
7
0
7
17
24
27
29
30
27
Wage = $20
Price = $10
Marginal
Product
(MP)
-
7
10
7
3
2
1
-3
Product
Price
0
10
10
10
10
10
10
10
Marginal Revenue Product
0
70
100
70
30
20
10
-30
This shows how much each worker is worth
39
Units of
Labor
Total
Product
(Output)
Use the following data:
0
1
2
3
4
5
6
7
0
7
17
24
27
29
30
27
Wage = $20
Price = $10
Marginal
Product
(MP)
-
7
10
7
3
2
1
-3
Product
Price
0
10
10
10
10
10
10
10
0
70
100
70
30
20
10
-30
Marginal Resource Cost
0
20
20
20
20
20
20
20
How many workers should you hire?
40
Marginal Revenue Product
The Connection Between Input Demand & Output Supply
= cost of producing an additional unit of output
= ∆TC/∆Q, where TC = total cost
MC = $2500/500 = $5 per bushel
CHAPTER 18 THE MARKETS FOR THE FACTORS OF PRODUCTION
CHAPTER 18 THE MARKETS FOR THE FACTORS OF PRODUCTION
The Connection Between Input Demand & Output Supply