ECON 282: Chapter 3 Flashcards

1
Q

The Production Function Y=F(K,L)

A

-Shows how much output (Y) the economy can produce from K units of capital and L units of Labour
-Reflects the economy’s level of technology
-Exhibits constant returns to scale

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2
Q

Returns to SCALE:

A

-Initally, Y1=F(K1, L1)
Scale all inputs by the same factor z:
If constant returns to scale, Y2 = zY1
If increasing returns to scale, Y2 >zY1
If decreasing returns to scale, Y2 < zY1

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3
Q

Assumptions

A
  1. Technology is fixed
  2. The economy’s supplies of capital and labour are fixed at:
    K bar and L bar
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4
Q

The distribution of national income

A

-determined by factor prices, the prices per unit firms pay for the factors of production
wage = price of L
rental price = price of K

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5
Q

Notation: W, R, P, (W/P), (R/P)

A

W= nominal wage
R = nominal rental rate
P = price of output
W/P = real wage
R/P = real rental rate

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6
Q

Demand for labour

A

-Assumes that markets are competitive, each firm takes W, R, and P as given
-A firm hires each unit of labour if the cost does not exceed the benefit
cost = real wage
benefit = marginal product of labour

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6
Q

Marginal Product of Labour

A

The extra output the firm can produce using an additional unit of labour (holding other inputs fixed)
MPL = F(K,L +1) - F(K,L)

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7
Q

Diminishing Marginal Returns

A

-As one input is increased (holding other inputs constant) its marginal product falls
- If L increases while holding k fixed, machines per worker falls, worker productivity falls

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8
Q

Determining the rental rate

A

-MPL = W/P
- The same logic shows that MPK = R/P
Diminishing returns to capital: MPK falls as K rises
-The MPK cure is the firms demand curve for renting capital
Firms maximise profits by choosing K such that MPK = R/P

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9
Q

Neoclassical theory of distribution

A

-States that each factor input is paid its marginal product

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10
Q

How Income is distributed to L and K

A

Total capital income: W/PxL=MPLxL
Total capital income=R/PxK=MPKxK

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11
Q

Cobb-Douglas Production Function

A

a = capitals share of total income
capital income = MPK x K = aY

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12
Q

Explanation for rising inequality

A

-Technological progress has increased the demand for skilled relative to unskilled workers
-Rise in self-employment rates and a fall in the number of hours worked for low-skill

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13
Q

Disposable income

A

Total income minus total taxes: Y-T

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14
Q

Consumption function

A

C=C(Y-T)

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15
Q

Marginal propensity to consume (MPC)

A

the change in C when disposable income increases by one dollar

16
Q

Investment function

A

I = I (r)
r = real interest rate (nominal interest rate corrected for inflation)
I depends negatively on r

17
Q

Real Interest Rate

A

-the cost of borrowing
-the opportunity cost of using one’s funds to finance investment spending

18
Q

Government Spending

A

-Government spending on goods and services
-G excludes transfer payments (For example, Canada pension plan payments, employment insurance benefits)
-Assume that government spending and total taxes are exogenous
G bar and T bar

19
Q

The market for goods and services equations

A

Aggregate demand: C(Ybar-Tbar) + I(r) + Gbar
Aggregate Supply: Ybar=F(Kbar, Lbar)
Equilibrium: Ybar= C(Ybar-Tbar) + I(r) + Gbar

20
Q

The loanable funds market

A

-A simple supply-demand model of the financial system
-demand for funds: investment
-supply of funds: saving
-price of funds: real interest rate

21
Q

The demand for loanable funds

A

-Comes from investment(firms borrow to finance, consumers to buy house, etc)
-depends negatively on r (r is the “price” of loanable funds (cost of borrowing)

22
Q

Supply of funds: Saving

A

-The supply of loanable funds comes from saving
-Households use their saving to make bank deposits and purchase bonds. These funds become available to firms to borrow and finance investment spending.
-the government may also contribute to saving if it does not spend all the tax revenue it receives

23
Q

Types of Saving

A

Private Saving= (Y-T)-C
Public Saving=(T-G)
National Saving=S

24
Q

National Saving

A

private saving + public saving
(Y-T)-C + T-G
=Y-C-G

25
Q

Budget Surplus

A

-If T > G
-(T-G)
public saving

26
Q

Budget Deficit

A

-If T < G, budget deficit
(G-T) and public saving is negative

27
Q

Balanced budget

A

T=G
public saving=0

28
Q

R

A

-adjusts to equilibrate the goods market and the loanable funds market simultaneously
-If the loanable funds market is in equilibrium, them Y-C-G=I
Add (C+G) to both sides to get Y=C+I+G

28
Q

Things that shift the loanable funds model

A

-public saving
-fiscal policy
-private saving

29
Q

Things that shift the investment curve

A

-some technological innovations
-tax laws that affect investment

30
Q

Saving and the interest rate

A

-An increase in desired investment
-raises the interest rate
-and raises equilibrium investment and saving