36
2 시장의 힘: 수요와 공급 (Market Forces: Demand and Supply)

(Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

  • Upload
    others

  • View
    0

  • Download
    0

Embed Size (px)

Citation preview

Page 1: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

제 2 장시장의힘: 수요와공급

(Market Forces: Demand and Supply)

Page 2: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

시장수요곡선Market Demand Curve

• Shows the amount of a good that will be purchased at alternative prices, holding other factors constant.

• 수요의법칙 (Law of Demand)� The demand curve is downward sloping.

QuantityD

Price

Page 3: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

수요의결정요인Determinants of Demand

• 소득 Income� 정상재 Normal good� 열등재 Inferior good

• 관련상품의가격변화Prices of Related Goods� 대체재/경쟁재 substitutes � 보완재 complements

• 광고와소비자선호Advertising and consumer tastes

• 인구규모 Population Dynamics• 기대심리 Expectations• 기타요소 Other Factors

Page 4: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

수요함수Demand Function

• A general equation representing the demand curveQx

d = f(Px , PY , M, Others)

� Qxd = quantity demand of good X.

� Px = price of good X.� PY = price of a related good Y.

• Substitute good.• Complement good.

� M = income.• Normal good.• Inferior good.

� Others = any other variable affecting demand.

Page 5: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

逆수요함수Inverse Demand Function

• Price as a function of quantity demanded: P=f(Qd)

• Example:� Demand Function

• Qxd = 10 – 2Px

� Inverse Demand Function:• 2Px = 10 – Qx

d

• Px = 5 – 0.5Qxd

Page 6: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

수요량의변화Change in Quantity Demanded

Price

Quantity

D0

4 7

6

A to B: Increase in quantity demanded

B

10A

Page 7: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Price

Quantity

D0

D1

6

7

D0 to D1: Increase in Demand

수요의변화Change in Demand

13

Page 8: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

소비자잉여

Consumer Surplus

• The value consumers get from a good but do not have to pay for.

Page 9: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

I got a great deal!

• That company offers a lot of bang for the buck!

• Dell provides good value.• Total value greatly exceeds

total amount paid.• Consumer surplus is large.

Page 10: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

I got a lousy deal!• That car dealer drives a

hard bargain! • I almost decided not to

buy it!• They tried to squeeze the

very last cent from me!• Total amount paid is

close to total value.• Consumer surplus is low.

Page 11: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Price

Quantity

D

10

8

6

4

2

1 2 3 4 5

Consumer Surplus:The value received but notpaid for. Consumer surplus =(8-2) + (6-2) + (4-2) = $12.

소비자잉여의계산Consumer Surplus: The Discrete Case

Page 12: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

소비자잉여의계산Consumer Surplus: The Continuous Case

Price $

Quantity

D

10

8

6

4

2

1 2 3 4 5

Valueof 4 units = $24Consumer

Surplus = $24 - $8 = $16

Expenditure on 4 units = $2 x 4 = $8

Page 13: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

시장공급곡선Market Supply Curve

• The supply curve shows the amount of a good that will be produced at alternative prices.

• 공급의법칙 (Law of Supply)� The supply curve is upward sloping.

Price

Quantity

S0

Page 14: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

공급결정요인 Supply Shifters

• 요소가격 Input prices• 기술및규제 Technology or

government regulations• 경쟁기업의수 Number of

firms� 진입 Entry � 퇴출 Exit

• Substitutes in production• 세금 Taxes

� Excise tax� Ad valorem tax

• 생산자기대심리Producer expectations

Page 15: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

공급함수Supply Function

• An equation representing the supply curve:Qx

S = f(Px , PR ,W, Others)

� QxS = quantity supplied of good X.

� Px = price of good X.� PR = price of a production substitute.� W = price of inputs (e.g., wages).� Others = other variable affecting supply.

Page 16: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

逆공급함수Inverse Supply Function

• Price as a function of quantity supplied.

• Example:� Supply Function

• Qxs = 10 + 2Px

� Inverse Supply Function:• 2Px = 10 + Qx

s

• Px = 5 + 0.5Qxs

Page 17: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

공급량의변화Change in Quantity Supplied

Price

Quantity

S0

20

10

B

A

5 10

A to B: Increase in quantity supplied

Page 18: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Price

Quantity

S0

S1

8

75

S0 to S1: Increase in supply

공급의변화Change in Supply

6

Page 19: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

생산자잉여Producer Surplus

• The amount producers receive in excess of the amount necessary to induce them to produce the good.

Price

Quantity

S0

Q*

P*

Page 20: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

시장의균형Market Equilibrium

• Balancing supply and demand� Qx

S = Qxd

• Steady-state

Page 21: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Price

Quantity

S

D

5

6 12

Shortage12 - 6 = 6

6

If price is too low…

7

Page 22: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Price

Quantity

S

D

9

14

Surplus14 - 6 = 8

6

8

8

If price is too high…

7

Page 23: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

가격통제Price Restrictions

• Price Ceilings� The maximum legal price that can be charged.� Examples:

• Gasoline prices in the 1970s.• Housing in New York City.• Proposed restrictions on ATM fees.

• Price Floors� The minimum legal price that can be charged.� Examples:

• Minimum wage.• Agricultural price supports.

Page 24: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Price

Quantity

S

D

P*

Q*

P Ceiling

Q s

PF

Impact of a Price Ceiling

Shortage

Q d

Page 25: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Full Economic Price

• The dollar amount paid to a firm under a price ceiling, plus the nonpecuniary price.

PF = Pc + (PF - PC) • PF = full economic price• PC = price ceiling• PF - PC = nonpecuniary price

Page 26: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

An Example from the 1970s

• Ceiling price of gasoline: $1.• 3 hours in line to buy 15 gallons of gasoline

� Opportunity cost: $5/hr.� Total value of time spent in line: 3 × $5 = $15.� Non-pecuniary price per gallon: $15/15=$1.

• Full economic price of a gallon of gasoline: $1+$1=2.

Page 27: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Impact of a Price FloorPrice

Quantity

S

D

P*

Q*

Surplus

PF

Qd QS

Page 28: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

비교정학분석Comparative Static Analysis

• How do the equilibrium price and quantity change when a determinant of supply and/or demand change?

Page 29: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

수요/공급분석의응용Applications of Demand and Supply Analysis

• Event: The WSJ reports that the prices of PC components are expected to fall by 5-8 percent over the next six months.

• Scenario 1: You manage a small firm that manufactures PCs.

• Scenario 2: You manage a small software company.

Page 30: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Scenario 1: Implications for a Small PC Maker

• Step 1: Look for the “Big Picture.”• Step 2: Organize an action plan (worry

about details).

Page 31: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Priceof

PCs

Quantity of PC’s

S

D

S*

P0

P*

Q0 Q*

Big Picture: Impact of decline in component prices on PC market

Page 32: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

• Equilibrium price of PCs will fall, and equilibrium quantity of computers sold will increase.

• Use this to organize an action plan� contracts/suppliers?� inventories?� human resources?� marketing?� do I need quantitative estimates?

Big Picture Analysis: PC Market

Page 33: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Scenario 2: Software Maker• More complicated chain of reasoning to

arrive at the “Big Picture.”• Step 1: Use analysis like that in Scenario 1

to deduce that lower component prices will lead to� a lower equilibrium price for computers.� a greater number of computers sold.

• Step 2: How will these changes affect the “Big Picture” in the software market?

Page 34: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Priceof Software

Quantity ofSoftware

S

D

Q0

D*

P1

Q1

Big Picture: Impact of lower PC prices on the software market

P0

Page 35: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

• Software prices are likely to rise, and more software will be sold.

• Use this to organize an action plan.

Big Picture Analysis: Software Market

Page 36: (Market Forces: Demand and Supply)contents.kocw.or.kr/document/Ch 02 Demand and Supply.pdf · Demand Function • A general equation representing the demand curve Q x d = f(P x ,P

Conclusion• Use supply and demand analysis to

� clarify the “big picture” (the general impact of a current event on equilibrium prices and quantities).

� organize an action plan (needed changes in production, inventories, raw materials, human resources, marketing plans, etc.).