ec2102 Flashcards

(78 cards)

1
Q

What is the production function in macroeconomics?

A

Y = AF(K,N), where Y = output, K = capital, N = labor, A = productivity.

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2
Q

Define marginal product of capital (MPK).

A

Extra output from one more unit of capital, holding other inputs constant.

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3
Q

Define marginal product of labor (MPN).

A

Extra output from one more unit of labor, holding other inputs constant.

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4
Q

What does diminishing marginal product mean?

A

As more of an input is added, its additional contribution to output falls.

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5
Q

What is a supply (productivity) shock? Give an example.

A

A change in productivity (A) that shifts the production function, e.g., new technology, bad weather.

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6
Q

Define returns to scale and list its three types.

A

Output change when all inputs scale by z: constant (Y2 = zY1), increasing (Y2 > zY1), decreasing (Y2 < zY1).

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7
Q

How do firms decide how much labor to hire in the short run?

A

By setting MPN = w (real wage).

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8
Q

What condition defines the labor demand curve?

A

MPN = w.

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9
Q

Why is the labor demand curve downward sloping?

A

As real wage falls, firms hire more labor (MPN > w).

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10
Q

What shifts the labor demand curve?

A

Productivity shocks (A↑) and capital stock increases (K↑).

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11
Q

What is the income-leisure tradeoff?

A

Workers choose between working (income) and leisure, balancing utility.

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12
Q

Define substitution effect of a wage increase.

A

Higher wage makes leisure more costly → less leisure → more labor supplied.

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13
Q

Define income effect of a wage increase.

A

Higher wage raises wealth → more leisure demanded → less labor supplied.

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14
Q

What typically dominates in labor supply: substitution or income effect?

A

Substitution effect, so labor supply slopes upward.

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15
Q

What factors shift labor supply?

A

Wealth, expected future wages, population size, participation rate.

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16
Q

What is full-employment output (Y*)?

A

Output when labor market clears (Nd = Ns) and wages/prices adjust.

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17
Q

What happens to equilibrium wage, employment, and output after a negative supply shock?

A

↓ A → ↓ MPN → ↓ Nd → lower wage, lower employment, lower Y*.

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18
Q

Define the three employment status categories measured by the BLS.

A

Employed, Unemployed, Not in labor force.

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19
Q

Define unemployment rate, labor force participation rate, and employment ratio.

A

u-rate = unemployed / labor force. Participation = labor force / adult population. Employment ratio = employed / adult population.

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20
Q

What is the natural rate of unemployment?

A

Frictional + structural unemployment at full employment.

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21
Q

What is Okun’s Law? State the relationship.

A

ΔY/Y = 3% – 2Δu; each 1% ↑ in unemployment reduces GDP growth by 2%.

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22
Q

Write the goods market equilibrium condition.

A

Sd = Id.

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23
Q

What is a lump-sum tax? How does it differ from an income tax?

A

Fixed amount regardless of behavior (non-distortionary); income tax depends on earnings.

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24
Q

State the government budget constraint in present value terms.

A

G1 + G2/(1+r) = T1 + T2/(1+r).

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25
What is Ricardian Equivalence?
A tax cut today, offset by future tax increases, has no effect on consumption or saving.
26
Under Ricardian Equivalence, what is the effect of a tax cut today on current consumption?
No effect; consumers save it anticipating future taxes.
27
List two reasons why Ricardian Equivalence may fail.
Borrowing constraints, myopia, lack of bequests, non-lump-sum taxes.
28
What did Shapiro & Slemrod (1995) find about Bush’s 1992 withholding experiment?
43% spent extra income (violating RE), 57% saved or offset it (consistent with RE).
29
How does an increase in government spending affect desired saving?
↓ Saving (Sd = Y – Cd – G).
30
How does an increase in taxes affect saving under Ricardian Equivalence?
No effect, since consumers anticipate future offsetting tax changes.
31
Define investment in macroeconomics.
Purchases of new capital goods, housing, and inventory accumulation.
32
What are the three components of total investment?
Business fixed investment, residential fixed investment, inventory investment.
33
What is business fixed investment?
Firms’ spending on structures, equipment, and intellectual property.
34
Why is investment important for the business cycle and growth?
Highly volatile, drives business cycle fluctuations, and builds productive capacity.
35
Define desired capital stock (K*).
Level of capital where MPKf = user cost of capital (uc).
36
What is the equation of motion for capital?
Kt+1 = (1-d)Kt + It.
37
Define user cost of capital.
Real cost of using capital: uc = (r + d)pk.
38
What factors shift the desired capital stock?
Real interest rate, depreciation rate, price of capital, technology. | MPKf = ( r + d ) pk --> r, d, pk, tech shifts mpk
39
How do taxes affect desired capital stock?
Higher τ raises tax-adjusted user cost → reduces K*.
40
Define the effective tax rate.
Hypothetical tax rate on revenues with same effect on K* as actual taxes. | The tax-adjusted user cost increases which reduces desired capital stock
41
Write the goods market equilibrium condition in terms of saving and investment.
Sd = Id.
42
What is the loanable funds market interpretation of goods market equilibrium?
Saving = supply of loanable funds, Investment = demand; r adjusts to clear market.
43
Explain the crowding out effect.
Higher G → ↓ Sd → ↑ r → ↓ I.
44
In the Reagan deficits case, how did higher G and lower T affect saving and investment?
Both reduced national saving → ↑ r → ↓ investment.
45
What are the components of GDP in the identity Y = C + I + G?
Consumption (C), Investment (I), Government spending (G).
46
Define consumption in macroeconomics.
Goods and services purchased by consumers.
47
Define saving in macroeconomics.
Current income not consumed.
48
Define investment in macroeconomics.
Purchases of new capital goods by firms and houses by people.
49
Define government spending in macroeconomics.
Goods and services purchased by federal, state, and local governments (exogenous).
50
What is national saving?
Private saving + Public saving.
51
Write the formulas for private saving and public saving.
Private saving: Sprivate = Y – T – C. Public saving: Spublic = T – G.
52
Write the formula for national saving in terms of Y, C, and G.
Snational = Y – C – G.
53
What is the goods market equilibrium condition?
Sd = Id.
54
What is intertemporal choice?
Decisions involving tradeoffs between present and future consumption.
55
What is consumption-smoothing?
Preference to keep consumption relatively even across time.
56
Who developed the intertemporal choice model?
Irving Fisher.
57
What is the life-cycle model and who proposed it?
Model of income, consumption, and saving patterns over life, by Modigliani and Friedman (permanent income hypothesis).
58
According to the life-cycle model, when is saving typically highest?
Middle age (50–60).
59
What is dissaving, and when does it occur in the life-cycle model?
Spending more than income (negative saving), usually during retirement.
60
In a two-period model, what are the key variables (y1, y2, c1, c2, s1, r)?
y = income, c = consumption, s = saving, r = real interest rate.
61
Write the intertemporal budget constraint in present value form.
c1 + c2/(1+r) = y1 + y2/(1+r).
62
Define present value (PV).
Value today of a future amount: PV = X/(1+r)^T.
63
Define future value (FV).
Value in future of today’s payment: FV = X(1+r)^T.
64
What is the slope of the intertemporal budget line?
–(1+r).
65
What is the utility function in the two-period model?
U(c1, c2) = u(c1) + βu(c2).
66
Define the discount factor (β).
Weight placed on future utility, 0 < β < 1.
67
What does a higher β imply about patience?
More patient; future utility valued more.
68
What is the Euler equation for intertemporal utility maximization?
u’(c1) = β(1+r)u’(c2).
69
Interpret the condition when r = ρ (rate of time preference).
Consumption equal across periods (c1 = c2).
70
If r > ρ, how does consumption compare across periods?
Future consumption > current consumption.
71
If r < ρ, how does consumption compare across periods?
Current consumption > future consumption.
72
How does an increase in current income (y1) affect consumption and saving?
Both c1 and c2 rise; saving also increases.
73
How does an increase in future income (y2) affect consumption and saving?
Both c1 and c2 rise; saving falls.
74
How does an increase in the real interest rate (r) affect consumption and saving?
↓ c1, ↑ c2; saving rises.
75
What is the substitution effect of a rise in r on current consumption?
Higher opportunity cost of current consumption → ↓ c1, ↑ c2.
76
What is the income effect of a rise in r for a saver?
Saver feels richer → ↑ c1 and ↑ c2.
77
In aggregate, how does current consumption respond to an increase in r?
Falls (so saving rises).
78
What are the main determinants of desired national saving?
Current output, expected future output, wealth, and real interest rate.