ECON Notes Flashcards

1
Q

How individuals
(consumers & firms) make choices (i.e.,
how do people make optimal decisions)

A

Optimization

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2
Q

How markets and
nonmarket institutions produce
outcomes in individuals’ decisions (i.e.,
what are the outcomes we observe
when individuals are making those
optimal decisions)

A

Equilibrium

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3
Q

Assumptions
Individual are _____________ & ___________

A

rational and act purposefully

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4
Q

Individuals maximize a measure of _______-______
Subject to some sort of _________ due to _______ resources

A

well-being (happiness, profit)
constraint, scare (budgets)

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5
Q

max (B(x) - C(x))

A

x is an activity level
B is the benefits received from that activity level
C is the costs you incur from the activity at level x

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6
Q

What is the law of demand

A

As price increase which is on the y axis quantity demanded decreases which explain the downward slope of the demand curve

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7
Q

Four key determinants of demand

A
  1. Preferences
  2. Price and availability of related
    goods
  3. Income
  4. Number of consumers (for market
    demand)
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8
Q

Draw the demand curve for Q = 4-2P

A

P = 2 - 0.5Q
At a price of 0 the quantity demand is 4
When the quantity demanded is 0 the price is 2

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9
Q

Measures the sensitivity to changes in the environment

A

Elasticity

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10
Q

What is demand elasticity?
What is the formula?
When is it elastic, unit elastic, and inelastic

A

How much will quantity demanded change when price changes by x%?
Formula: %ΔQ/%ΔP
Elastic: -1:-infinity
Unity Elastic: -1
Inelastic: -1:0

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11
Q

What is the law of supply?

A

As the price increases the quantity supplied increases as well which explains the upward sloping supply curve

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12
Q

Determinants of Supply

A

Input prices (raw materials, labor)
➢ Technology (quality and availability)
➢ Alternative product lines
➢ # of firms in the market(more firm = more supply)
➢ Price and supply of joint products (ex:
as the demand/price of beef falls,
supply of leather falls)
➢ Time frame(firms can increase supply more in the long run than the short run)

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13
Q

Draw a supply curve for Q=2P-20
What happens if price is 20?

A

P=10+0.5Q

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14
Q

What is Supply elasticity
What is the formula?
What is inelastic, unit elastic, and elastic

A

Measures a firms’ sensitivity to price changes
Formula: %ΔQ/%ΔP
Inelastic: 0:1
Unit Elastic: 1
Elastic: 1:infinity

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15
Q

_________ is one of the most important factors influencing supply elasticity
Why?

A

Time
In the long run firms can change supply more than in the short run

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16
Q

What are the four main assumptions for competitive markets?

A
  1. Many consumers & firms on both sides of the
    market
    a. “Price Takers”: No one has the power to
    unilaterally set prices
  2. Common knowledge
    a. The market has a free flow of information
  3. No collusion
    a. Firms cannot explicitly cooperate to
    affect prices and quantities in the market
  4. Free entry & exit
    a. Firms enter and leave the market as they
    find it profitable to do so
    b. Lack of technical/leg
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17
Q

What is market equilibrium

A

Where the supply and demand curve intersect

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18
Q

Example for market equilibrium
QD = 260-20P
Qs=32P-104
P=8
P=6
P=7

A

P=13-0.05QD
P=3.25 + 0.03125QS
P=7 equilibrium

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19
Q

How to find competitive equilibrium
I. P = 20 – 2QD
II. QS = P – 5

A

Set the equations equal to each other when both equation are at QD=QD and P=P
Solution
In equilibrium, QS = QD
➢ P – 5 = 10 – 0.5P
3. Solve for P
➢ 1.5P = 15
➢ P = 10
4. Substitute P into either the demand or supply curve to find Q
1. QD = 10 – 0.5(10) = 5
2. QS = 10 – 5 = 5

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20
Q

Benefit from
obtaining a product at a price less
than the maximum willingness to pay

A

Consumer surplus

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21
Q

Benefit from selling
at a price greater than minimum
required

A

Producer Surplus

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22
Q

Calculate Consumer surplus
Demand: QD = 260 – 20P
Supply: QS = 32P - 104

A

Equilibrium: P = 7, Q = 120
Consumer Surplus = 360
Producer Surplus = 225
Consumers willing to pay more than it
costs society to produce

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23
Q

A “_________ __________” occurs when resources are not efficiently allocated in the market
An example of what can cause this is in markets owned by a
__________

A

deadweight loss
monopolist

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24
Q

Let’s suppose a monopolist with a
cost per unit of $2 faces a demand
curve of P = 10 – Q
Supply curve is flat @ $2

Instead of selling 8 units @ 2 ($16 total
revenue), they can raise the price to $6
and sell 4 units ($24 total revenue) –
but you can see there is lost value to
the market because there were less
units sold

A

Not sure on how to do this yet

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25
What is the income effect
As income grows, we demand more
26
What is the substitution effect
As prices increase and income stays the same, demand decreases
27
How to find the total demand curve for a market Example Jose’s preferences for Coca Cola yield this demand curve: QJ = 4 – 2P Kayla’s preferences yield this demand curve: QK = 3 – P
➢ Total Market Demand: Q = 7 - 3P
28
What are ways to learn about the demand in a market for a firm and what is the best way?
Marketing surveys Ask people what they’d pay! However, what people say and do can be different Price experimentation(best way) Test effects of small changes in the market Econometric studies Very tricky to do properly
29
What causes a change in demand (3 things)
Response to change in price Response to related Goods Substitutes ( A & B are substitutes A increases, buy more of B) Complements (C & D are complements, C increases, buy less of D) Response to Income Normal Goods Inferior Goods Luxury Goods
30
_________ changes along the demand curve
elasticity
31
What determines elasticity for demand? (5 things)
Similarity of Substitutes (coke vs Pepsi) Market Definition (coke vs all soda vs all drinks) Timeframe (short vs long run) Importance/frequency (5% increase in car price vs Starbuck coffee(inelastic)) Tastes (Under Armour vs Nike)
32
Important tool in evaluating whether two products are in the same market
cross price elasticity
33
Income elasticity formula Normal goods elasticity number Inferior goods elasticity number
Formula: %ΔQx/%ΔI Normal goods: EI > 0 Inferior goods: EI < 0
34
Marginal revenue formula
(change in revenue)/change in quantity
35
Let’s say we have a monopolist with a demand function of: * P = 200 – 0.25Q or Q = 800 – 4P P1 = 50 What is quantity demanded and what is the amount of revenue
Q1 = 600 R1 =30,000
36
Let’s say we have a demand curve of P = 200 – 0.25Q * Revenue is (P x Q) = (200 – 0.25Q) x Q Marginal Revenue is P + (dP/dQ) x Q What is the marginal revenue formula
= (200 – 0.25Q) – (0.25) x Q = 200 – 0.5Q (quick method: just multiply the coefficient in front of the Q by 2 – this only works for linear demand curves, but that is all we will cover in this course)
37
* Demand Curve: P = 200 – 0.25Q What is marginal revenue formula What is the revenue maximizing quantity
Marginal Revenue = 200 – 0.5Q * Set Marginal Revenue = 0; 0 = 200 – 0.5Q; Q* = 400 (revenue maximizing quantity) * P* = 200 – 0.25 x 400 = $100 * R* = 100 x 400 = $40,000 * We can confirm Q* = 400 by trying different Quantities… * At Q = 404; P = $99 and Revenue = $39,996 * At Q = 396; P = $101 and Revenue = $39,996
38
What is the easiest type of market to analyze
monopolies
39
Charging different customers different prices for either:
price discrimination
40
Three requirements for price discrimination:
1. Firm must have market power (competitive firms cannot charge different prices for the same product, they are price takers) 2. Firm can identify at least two market segments with different elasticities 3. Firm can enforce price differences (consumers targeted for the higher price cannot pay the lower price instead)
41
How does a firm obtain information on differences among customers?
Ask customers about characteristics and vary price based on customer’s response * Issues: can be illegal (i.e., protected classes, determining price based on race, etc) and customers have an incentive to lie * Design a menu of products and customers voluntarily sort themselves
42
“Perfect” price discrimination * The firm has complete information about each consumer’s tastes * Consumer is charged the maximum price they would pay * Charge each consumer the maximum they would pay * Firm serves all consumers willing to pay a price above $0 * Consumers retain no surplus, and deadweight loss is 0 *This is basically impossible in practice, but other forms of price discrimination share some characteristics
first-degree price discrimination
43
A firm can divide their consumer base into two groups * Based on some easily identifiable attribute like zip code or age * The two groups have different demand curves and the firm charges different prices to each group * Some examples would be special prices for kids, students or seniors
third-degree price discrimination
44
second-degree price discrimination
A firm cannot force consumers into groups that pay different prices * Consumers vary in their private tastes * Firm is unable to observe these differences before purchase * Consumers must be convinced to “reveal” their private information
45
Examples on second-degree and third-degree price discrimination in slides
Look them up Week 2 Lesson 2.4
46
* Firms charge a fixed fee (F) for the “right” to purchase a product and p per unit purchased * Can be viewed as second-degree price discrimination * If you buy Q units, your total payments are T(Q) = F + pQ * Examples: Golf Club membership plus green fees for each round * Examples: PSL (personal seat licenses) for sports teams: pay an up-front fee for the “right” to buy season tickets
Two-part tariffs
47
* If you have 1,000 high preference customers and 25 low preference customers, it’s likely better to charge the ______-preference customers their consumer surplus as a fee * If you have 1,000 low preference customers and 25 high preference customers, it’s likely better to charge the ____-preference customers their consumer surplus as a fee
high low
48
Look up example in slides on two-part tariffs for tennis club
Week 2 Lesson 2.5
49
Labor (high-skill, low-skill), Capital (machines, computers, buildings...), and Other items (raw materials, land, etc.)
Inputs
50
What goods and services to produce (and how much of each to produce)
Outputs
51
Can be varied immediately * Need more to produce one more unit * “Variable inputs” Examples?
Labor Electricity or number of people working
52
Can’t change immediately * Don’t need more to produce one more unit * “Fixed inputs” Examples?
Capital Building or equipment
53
What is the production function?
Q = f(L,K,...) Q = quantity L = Labor K = Capital
54
We can describe production technology with a graph, with lines called _________ that show the variety of ways that certain output goals can be achieved What does this graph look like?
isoquants Capital, K is on the y axis Labor, L is on the X axis
55
The same number of units can be produce with varying combinations of _________ and _______
capital and labor
56
What is the extra output from adding another unit of L, holding K fixed?
Marginal Product of Labor (MPL)
57
Marginal product of labor formula
dQ/dL
58
Average product of labor
Q/L also called labor productivity
59
If Marginal product of Labor > Average product of labor What happens to average product of labor? If Marginal product of Labor is < Average product of labor What happens to average product of labor?
It goes up It goes down
60
For higher levels of capital, we will observe what with marginal product of labor?
We will observe higher product of marginal product of labor
61
What is Marginal Rate of Technical Substitution?
Holding the quantity fixed, it is how much capital a firm is willing to give up for one more unit of labor. The example in the lecture was if RSM has 1,000 computers but only one accountant, they would be willing to give up a lot of computers for one more accountant.
62
Marginal Rate of Technical Substitution formula
= - (MPL / MPK), the slope ofan isoquant
63
Scale economies
asking how much output increases if inputs increase by some factor
64
If inputs were to double when looking at Scale Economies What is it called when we get double the output? What is it called when we get more than double the output? What is it called when we get less than double the output?
constant returns to scale Increasing returns to scale decreasing returns to scale
65
Most real-world technologies are believed to have ____________________________ for low Q, ___________________ for high Q
increasing returns to scale decreasing returns to scale
66
Costs that are actually incurred (i.e., costs that would show up on a company’s financial statements)
accounting costs
67
Costs relevant for decision-making (may or may not show up on a company’s financial statements)
economic costs
68
where are opportunity costs included
economic costs
69
Where are sunk costs included
accounting costs
70
Why are sunk costs not included in economic costs
Regardless of the action taken a sunk cost has already incurred so it would be the same for the two possible actions in the future
71
When firms have more _________- in optimization, they can achieve their goals at lower expense
flexibility
72
What costs are fixed in the short run
Only capital (K) is fixed in the short run
73
What costs are variable in the long run?
All costs are variable in the long run so that mean labor and capital are variable
74
What costs are variable in the short run?
Labor (L) is variable in the short run
75
What is the formula for Isocosts?
C = wL + rK This might look confusing but let's break it down C is the total costs w is the wage rate per unit of lab L is the labor r is the rent rate per unit K is the capital
76
What is the profit formula for a firm?
Profit = P*Q - w*L - r*K P = price the firm charges Q = the quantity that it supplies and is bought w = the wage rage L = labor hours r = rental rate per unit K = total capital
77