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Chapter 5: Supply Decisions

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Jeans. Production Function. Note how you can increase overall production by ... Jeans. It is possible for firms to change certain inputs more readily. than others. ... – PowerPoint PPT presentation

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Title: Chapter 5: Supply Decisions


1
Chapter 5 Supply Decisions
2
  • 1. Capacity Constraints The Production
    Function

3
Factors of Production
  • Factors of production are needed to produce a
    good or service.
  • The factors of production are the resource inputs
    used to produce goods and services.
  • They are land, labor, capital, entrepreneurship.

4
Production Function
  • A production function tells us how much output
    can be produced with varying amounts of factor
    inputs.
  • Output of one resource depends on amount of other
    resources available to it.

5
Production Function
Output Jeans
Labor Input (workers per day)
Capital Input (sewing machines per day)
In the table above, note that you cant sew
jeans without either people or tools (capital).
6
Production Function
  • Note how you can increase overall production by
    increasing either the labor input (given a
    specific level of capital) . . . or
  • . . . you can increase overall production by
    increasing the capital input (given a specific
    level of labor).

7
Production Function
  • It is possible for firms to change certain
    inputs more readily than others. It is
    possible, in the long run to change land,
    capital, or labor by buying new land, building
    new factories, and hiring more labor. In the
    short run things are a bit different.
  • In the short run land and capital are fixed and
    only labor changes may be implemented.
    Decisions are made given a specific level of
    capital for instance we could make decisions
    based on a capital level of 1 sewing machine.

8
Production Function
Note only the 1st 4 pts. on
this graph are shown in the table.
9
Efficiency
  • Need to use inputs efficiently.
  • Every point on the production function represents
    the most possible output produced with a given
    number of workers.

10
Capacity
  • A production function shows how much output that
    can be produced with a given amount of inputs.
  • Land and capital constraints place a ceiling on
    potential output.

11
Marginal Physical Product
  • Marginal Physical Product (MPP)
  • The change in total output associated with one
    additional unit of input.

12
Law of Diminishing Returns
  • The marginal physical product of a variable input
    declines as more of it is employed with a given
    quantity of other (fixed) inputs.

13
Why output tends to increase at a
diminishing rate
  • MPP may initially increase due to specialization
    of labor.
  • As labor is increased, each unit of labor has
    less capital and land to work with and workers
    crowd the facility.
  • As a result, MPP begins to decline.

14
Short Run vs. Long Run
  • Short run
  • The period in which the quantity (and quality) of
    some inputs cannot be changed.
  • Long run
  • A period of time long enough for all inputs to be
    varied (no fixed costs).

15
  • 2. Costs of Production

16
Costs of Production
  • A production function tells us how much a firm
    could produce but not how much it will want to
    produce.
  • The most desired rate of output is one that
    maximizes total profit.
  • Profit is the difference between total revenue
    and total cost.

17
Total Cost
  • The market value of all resources used to produce
    a good or service.

18
Fixed Costs
  • Costs of production that do not change with the
    rate of output.
  • Examples include the cost of plant or equipment,
    basic phone service, and property taxes.
  • Fixed costs cannot be avoided in short run.

19
Variable Costs
  • Costs of production that change when the rate of
    output is altered,
  • Examples include labor or material costs.
  • Any short-run change in total costs are a result
    of changes in variable costs.

20
Costs of Production
ProductionCosts per day
  • Fixed costs are those that do not change with
    the rate of output. Here we will assume that
    fixed costs are 120.

900
Total Costs
  • Variable costs begin at 0 and increase with
    the rate of output.

800
  • Total cost is the combination of fixed and
    variable costs. Total costs rise as output
    increases as additional variable costs must be
    encumbered.

700
600
500


rate of fixed variable total
output costs costs costs

400
85 205
300
125 245
200
150 270
240 360
100
350 470
550 670
75
60
45
30
15
633 753
Rate of Outputpair(s) of jeans
21
Average Total Cost
  • Average Total Cost (ATC)
  • Total cost divided by quantity produced in a
    given time period.

22
Costs of Production
ProductionCosts per unit
  • Average total costs are graphed with a
    slightly different axis. Note that the
    vertical axis is a per unit cost versus total
    cost as before.

24
22
AverageTotal Costs
  • The Average total cost curve tends to fall
    initially, then later rise.

20
  • This gives it the familiar U-shape for which
    you will know it.

18
16


rate of fixed variable total
output costs costs costs

ATC
14
85 205
20.50
12
125 245
16.33
150 270
13.50
10
240 360
12.00
350 470
11.75
13.40
550 670
50
40
30
20
10
14.75
633 753
Rate of Outputpair(s) of jeans
23
Marginal Cost
  • The increase in total cost associated with a
    one-unit increase in production.

24
Marginal Cost Curve
ProductionCosts per unit
Marginal Costs
  • Here we examine Marginal costs for ice
    sculptures. Recall that the MC is the
    increase in total cost from the unit before.

30
27
  • At any level of production the fixed cost is
    10, as is apparent when output is 0.

24
  • In this market MC initially decreases, then
    rises with output as a consequence of the law
    of diminishing returns.

21
18
15
12
3
1 13
9
2
2 15
6
4
3 19
6
4 25
3
9
5 34
14
6 48
5
4
3
2
1
8
6
7
8 98
30
Rate of Output s of ice sculptures
25
Relationship of MC to ATC
  • MC curve intersects ATC curve at its lowest
    point.
  • If MC lt ATC, then ATC declines
  • If MC gt ATC, then ATC increases

26
Basic Cost Curves
ProductionCosts per unit
  • If we assemble what we know about the Marginal
    costs and Average costs curve together on the
    same graph we see how they relate to each
    other.


Marginal Costs
30
27
  • The MC curve typically rises, sometimes after
    a brief decline, the ATC has a U-shape, and the
    MC curve will always intersect the ATC curve at
    its lowest point.

24
21
18
AverageTotal Costs
15

12
3
13.00
9
2
7.50
6
4
6.33
6
6.25
3
6.80
9
8.00
14
5
4
3
2
1
8
6
7
12.25
30
Rate of Output s of ice sculptures
27
  • 3. Economic vs. Accounting Costs

28
Accounting Costs
  • Explicit expenses
  • The direct dollar costs of producing goods or
    services, e.g., any actual out- of-pocket
    expense.

29
Economic Costs
  • The dollar value of all resources used to produce
    a good or service.

explicit costs
implicit costs
  • Implicit costs include
  • Factors of production that are not an explicit
    wage or rent.

30
  • 4. Supply Horizons

31
Supply Horizons
  • The supply decision has two dimensions.
  • A short-run horizon which concerns the production
    decision.
  • A long-run horizon which concerns the investment
    decision.

32
Production Decision
  • The marginal cost curve is a basic determinant of
    short-run production decisions.
  • Fixed costs are unavoidable in the short-run and
    are thus ignored when making short-run production
    decisions.

33
Investment Decision
  • The decision to build, buy or lease plant and
    equipment to enter or exit an industry.
  • Because no fixed costs exist in the long-run, all
    costs are variable.

34
End of Chapter 5 Lecture
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