
- •2. The use and limitation of Microeconomic theory. Economic methodology
- •2.1. Microeconomic models
- •2.2. Equilibrium analysis
- •1. Demand Function
- •1.1. Individual Demand Function
- •1.2. Market Demand Function
- •1.3. Change in Quantity Demanded and Change in Demand
- •1.4. Inferior, Normal and Superior Goods
- •2. Supply Function
- •2.1. Change in quantity supplied and Change in supply
- •3. Equilibrium
- •4. Market Adjustment to Change
- •4.1 Shifts of Demand
- •If supply is constant, an increase in demand will result in an increase in both equilibrium price and quantity. A decrease in demand will cause both the equilibrium price and quantity to fall.
- •4.2. Shift of Supply
- •4.3. Changes in Both Supply and Demand
- •Lecture 3 Equilibrium and Government regulation of a market
- •Cobweb theorem as an illustration of stable and unstable equilibrium
- •Stable cobweb
- •2.2. Impact of a tax on price and quantity
- •1.2. Impact of demand elasticity on price and total revenue
- •1.3. Income elasticity of demand (yed) and Cross elasticity of demand (ced)
- •C ategories of income elasticity:
- •Persantage changes in Price of good y
- •Price elasticity of supply
- •3. Market adaptation to Demand and Supply changes in long-run and in short-run
- •Lecture 5. Consumer Behavior
- •1. Three parts and three assumptions of consumer behavior theory
- •2. Consumer Choice and Utility
- •2.1. Total Utility (tu) and Marginal Utility (mu)
- •2.2. Indifference curves
- •3. Budget Constraint
- •3.1. The effects of changes in income and prices
- •4. Equimarginal Principle and Consumer equilibrium
- •Lecture 6. Changes in consumer choice. Consumer Behavior Simulation
- •1. Income Consumption Curve. Engel Curves
- •2. Price Consumption Curve and Individual Demand curve
- •3. Income and Substitution Effects
- •1. Income Consumption Curve. Engel Curves
- •2. Price Consumption Curve and Individual Demand curve
- •3. Income and Substitution Effects
- •The slutsky method
- •Lecture 7. Production
- •1. The process of production and it’s objective
- •2. Production Function
- •3. Time and Production. Production in the Short-Run
- •3.1. Average, Marginal and Total Product
- •3.2. Law of diminishing returns
- •4. Producer’s behavior
- •4.1. Isoquant and Isocost
- •4.2. Cost minimization (Producer’s choice optimisation)
- •In addition to Lecture 7. Return to scale
- •Lecture 8. Costs and Cost Curves
- •The treatment of costs in Accounting and Economic theory
- •2. Fixed and Variable Costs
- •3. Average Costs. Marginal Cost
- •4. Long Run Cost. Returns to Scale
- •Envelope Curve
- •Long Run Average Cost in General
- •Returns to Scale
- •The lrac Curve
- •Lecture 9. Competition
- •1) Many buyers and sellers
- •2) A homogenous product
- •3) Sufficient knowledge
- •4) Free Entry
- •3. Economic profit in trtc-model and in mrmc-model
- •4. The Competitive Firm and Industry Demand
- •Figure 4
- •4.1. Economic strategies of the firm at p- Competition
- •Profitableness and losses conditions for perfect competitor according to mrmc-model:
- •4.2. Long run equilibrium
- •Lecture 10 Monopoly
- •Definition of Monopoly Market. Causes of monopoly.
- •Patents and Other Forms of Intellectual Property
- •Control of an Input Resource
- •Capital-consuming technologies
- •Decreasing Costs
- •Government Grants of Monopoly
- •2. Monopoly Demand and Marginal Revenue
- •3. Monopoly Profit Maximization
- •4. Monopoly Inefficiency
- •Negative consequences of Monopoly
- •5. "Natural" Monopoly
- •Government Ownership
- •Regulation
- •Lecture 11. Monopolistic Competition and Oligopoly
- •1. Imperfect competition and Monopolistic competition
- •2. Profit Maximization in Monopolistic Competition
- •3. Oligopoly
- •3.1. Firms behavior in Oligopoly
- •3.2. Kinked Demand Model
- •Duopolies
- •Cournot Duopoly
- •Stackelberg duopoly
- •Bertrand Duopoly
- •Collusion
- •Extension of the Cournot Model
4. Long Run Cost. Returns to Scale
Now think a bit about the long run, using the concept of average cost.
We have defined "the long run" as "a period long enough so that all inputs are variable" This includes, in particular, capital, plant, equipment, and other investments that represent long-term commitments. Thus, here is another way to think of "the long run:" it is the perspective of investment planning.
Suppose you were planning to build a new plant – perhaps to set up a whole new company – and you know about how much output you will be producing. Then you want to build your plant so as to produce that amount at the lowest possible average cost.
Envelope Curve
Here are the average cost curves for the small (AC1), medium (AC2) and large(AC3) plant sizes:
If you produce 1000 units, the small plant size gives the lowest cost.
If you produce 3000 units, the medium plant size gives the lowest cost.
If you produce 4000 units, the large plant size gives you the lowest cost.
Therefore, the long run average cost (LRAC) – the lowest average cost for each output range – is described by the "lower envelope curve," shown by the thick, shaded curve that follows the lowest of the three short run curves in each range.
Long Run Average Cost in General
More realistically, an investment planner will have to choose between many different plant sizes or firm scales of operation, and so the long run average cost curve will be smooth, something like this:
As shown, each point on the LRAC corresponds to a point on the SRAC for the plant size or scale of operation that gives the lowest average cost for that scale of operation.
Returns to Scale
In our pictures of long run average cost, we see that the cost per unit changes as the scale of operation or output size changes. Here is some terminology to describe the changes:
average cost decreases as output increases in the long run = increasing returns to scale = decreasing cost
average cost is unchanged as output varies in the long run = constant returns to scale = constant costs
average cost increases as output increases in the long run =decreasing returns to scale = increasing costs
Here are pictures of the average cost curves for the three cases:
1. Increasing returns to scale = decreasing cost
E
conomists
usually explain "increasing returns to scale" by
indivisibility.
That is, some methods of production can only work on a large scale –
either because they require large-scale machinery, or because
(getting back to Adam Smith, here) they require a great deal of
division of labor. Since these large-scale methods cannot be divided
up to produce small amounts of output, it
is necessary to use less productive methods to produce the smaller
amounts. Thus, costs increase less than in proportion to output –
and average costs decline as output increases.
Increasing Returns to Scale is also known as "economies of scale" and as "decreasing costs." All three phrases mean exactly the same.
2. Constant returns to scale = constant costs
W
e
would expect to observe constant returns where the typical firm (or
industry) consists of a large number of units doing pretty much the
same thing, so that output can be expanded or contracted by
increasing or decreasing the number of units. For example, one
machinist used one machine tool to do a series of operations to
produce one item of a specific kind
– and to double the output you had to double the number of
machinists and machine tools.
Constant Returns to Scale is also known as "constant costs." Both phrases mean exactly the same.
3. Decreasing returns to scale = increasing costs
D
ecreasing
returns to scale are
associated with problems of management of large, multi-unit firms.
With think of a firm in which production takes place by a large
number of units doing pretty much the same thing – but the
different units need to be coordinated by a central management. The
management faces a trade-off. If they don't spend much on management,
the coordination will be poor, leading to waste of resources, and
higher cost. If they do spend a lot on management, that will raise
costs in itself.
The idea is that the bigger the output is, the more units there are,
and the worse this trade-off becomes – so the costs rise either
way. Decreasing
Returns to Scale is also known as "diseconomies of scale"
and as "increasing costs".
All three phrases mean exactly the same.