Transcript Fiscal Policy: A Summing Up

Fiscal Policy:
A Summing Up
CHAPTER 26
Prepared by:
Fernando Quijano and Yvonn Quijano
Copyright © 2009 Pearson Education, Inc. Publishing as Prentice Hall • Macroeconomics, 5/e • Olivier Blanchard
26-1 The Government Budget Constraint
Chapter 26: Fiscal Policy: A Summing Up
Suppose that, starting from a balanced budget, the
government cuts taxes, creating a budget deficit.
What will happen to debt over time? Will the
government need to increase taxes later? If so, by
how much?
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26-1 The Government Budget Constraint
The Arithmetic of Deficits and Debt

The budget deficit in year t equals:
Chapter 26: Fiscal Policy: A Summing Up
deficit t  rBt 1  Gt  Tt
All variables are in real terms:
 Bt-1 is government debt at the end of year, t – 1 or,
equivalently, at the beginning of year t ; r is the real
interest rate, which we shall assume to be constant
here. Thus rBt-1 equals the real interest payments
on the government debt in year t.
 Gt is government spending on goods and services
during year t.
 Tt is taxes minus transfers during year t.
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26-1 The Government Budget Constraint
The Arithmetic of Deficits and Debt
In words: The budge deficit equals spending, including interest
payments on the debt, minus taxes net of transfers.
Chapter 26: Fiscal Policy: A Summing Up
Note two characteristics of equation:
:
 We measure interest payments as real interest payments--that is ,the product of the real interest rate times existing
debt ---- rather than as actual interest payments.---- that
is ,the product of the nominal interest rate times existing
debt The correct measure of the deficit should minus
inflation rate .Official measures of the deficit,
however ,include actual (nominal) interest payments and
are therefore incorrect.
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26-1 The Government Budget Constraint
Chapter 26: Fiscal Policy: A Summing Up
The Arithmetic of Deficits and Debt
 When inflation is high ,official measures can be
seriously misleading. We measure interest payments as
real interest payments rather than as actual interest
payments. The correct measure of the deficit is
sometimes called the inflation-adjusted deficit.
 For consistency with our earlier definition of G as
spending on goods and services ,G does not include
transfer payments. Transfers are instead subtracted
from T, so that T stands for taxes minus transfers.
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26-1 The Government Budget Constraint
Chapter 26: Fiscal Policy: A Summing Up
The Arithmetic of Deficits and Debt
Official measures of government spending add transfers
to spending on goods and services, and define revenues
as taxes, not taxes net of transfers.
These are only accounting conventions. Whether
transfers are added to spending or subtracted from taxes
makes a differences to the measurement of G and T, but
clearly not affect G-T, and thus does not affect the
measurement of the deficit.
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Chapter 26: Fiscal Policy: A Summing Up
Inflation Accounting and the Measurement of Deficits
Figure 1 Official and Inflation-Adjusted Federal Budget Deficits for
the United States since 1968
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26-1 The Government Budget Constraint
The Arithmetic of Deficits and Debt
The government budget constraint then simply states that the
change in government debt during year t is equal to the deficit
during year t:
B  B  Deficit
t 1
Chapter 26: Fiscal Policy: A Summing Up
t
t
IUsing the definition of the deficit
deficit t  rBt 1  Gt  Tt
we can rewrite the government budget constraint as
B  B  rB  G  T
t
t 1
t 1
t
t
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26-1 The Government Budget Constraint
The Arithmetic of Deficits and Debt
Chapter 26: Fiscal Policy: A Summing Up
If the government runs a deficit, government debt increases. if the
government runs a surplus ,government debt decreases.
The government budget constraint links the change in government
debt to the initial level of debt (which affects interest payments) and
to current government spending and taxes.
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26-1 The Government Budget Constraint
The Arithmetic of Deficits and Debt
It is often convenient to decompose the deficit into the sum of
two terms:
Chapter 26: Fiscal Policy: A Summing Up
 Interest payments on the debt, rBt-1
 The difference between spending and taxes, Gt – Tt. This
term is called the primary deficit (equivalently, Tt – Gt is
called the primary surplus).
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26-1 The Government Budget Constraint
The Arithmetic of Deficits and Debt
Using this decomposition, we can rewrite
B  B  rB  G  T
t 1
t
Chapter 26: Fiscal Policy: A Summing Up
Change in the debt
Bt  Bt 1
t 1
t
t
Interest payments

Primary deficit

rBt 1
Gt  Tt
Primary Deficit
B  (1  r ) B  G  T
t
t 1
t
t
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26-1 The Government Budget Constraint
The Arithmetic of Deficits and Debt
Chapter 26: Fiscal Policy: A Summing Up
Debt at the end of year t , Bt ,equally (1+r) times debt
at the end of year t-1,Bt-1,plus the primary deficit during
year t, (Gt-Tt), This relation will prove very useful in what
folows.
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26-1 The Government Budget Constraint
Chapter 26: Fiscal Policy: A Summing Up
Current versus Future Taxes
Let’s look at the implications of a one-year decrease in taxes
for the path of debt and future taxes. Start from a situation
where ,until year 1 ,the government has balanced its budget,
so that initial debt is equal to zero .During year 1,the
government decreases taxes by 1(think 1 billion dollars, for
example) for one year .thus ,debt at the end of year 1,B1 is
equal to 1.the question is :What happens thereafter?
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26-1 The Government Budget Constraint
Current versus Future Taxes
Full Repayment in Year 2
B2  (1  r ) B1  (G2  T2 )
Chapter 26: Fiscal Policy: A Summing Up
Replacing B2=0 and B1=1, and reorganizing:
T2  G2  (1  r )1  (1  r )
In words, to repay the debt fully in year 2, the government
must run a primary surplus equal to (1+r).
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Chapter 26: Fiscal Policy: A Summing Up
26-1 The Government Budget Constraint
Current versus Future Taxes
To repay the debt fully during year 2,the government
must run a primary surplus equal to (1+r),It can do so in
one of two ways : a decrease in spending or increase in
taxes, I shall assume here and in what follows that
adjustment comes through taxes, so that the path of
spending is unaffected. It follows that the decrease in
taxes by 1 during year 1 must be offset by an increase in
taxes by (1+r) during year 2.
If debt is fully repaid during year2,the decrease in taxes
of 1 in year 1 requires an increase in taxes equal to (1+r)
in year 2.
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Full Repayment in Year 2
Figure 26 - 1
Chapter 26: Fiscal Policy: A Summing Up
Tax Cuts, Debt
Repayment, and Debt
Stabilization
(a) If debt is fully
repaid during year 2,
the decrease in taxes
of 1 in year 1 requires
an increase in taxes
equal to (1+r) in Year 2.
T2  G2  (1  r )1  (1  r )
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26-1 The Government Budget Constraint
Current versus Future Taxes
Chapter 26: Fiscal Policy: A Summing Up
Full Repayment in Year t
Now suppose the government decides to wait until year t
to repay the debt. so ,from year 2 to year t-1,the primary
deficit is equal to zero-----taxes are equal to
spending ,not including interest payments on debt.
during year 2,the primary deficit is zero, so ,from the
equation ,debt at the end of year 2 is :
B2  (1  r ) B1  0  (1  r )1  1  r
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26-1 The Government Budget Constraint
Current versus Future Taxes
Full Repayment in Year t
Debt at the end of year t1 is given by:
Bt 1  (1  r ) t  2
Chapter 26: Fiscal Policy: A Summing Up
In year t, when the debt is repaid, the budget constraint is:
Bt  (1  r ) Bt 1  (Gt  Tt )
Debt at the end of year t equals zero:
0  (1  r)(1  r) t  2  (Gt  Tt )
which implies that the necessary surplus in year t to repay
the debt must be:
Tt  Gt  (1  r ) t 1
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26-1 The Government Budget Constraint
Chapter 26: Fiscal Policy: A Summing Up
To repay the debt, the government must run a primary surplus equal
to (1+r)t-1 during year t.if the adjustment is done through taxes, the
initial decrease in taxes of 1 during year 1leads to an increase in
taxes of (1+r)t-1 during year t. the path of taxes and debt
corresponding to the case where debt is repaid in year 5 is given in
figure 26-1,panel (b).
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Full Repayment in Year 2
Figure 26 - 1
Chapter 26: Fiscal Policy: A Summing Up
Tax Cuts, Debt
Repayment, and Debt
Stabilization
(b) If debt is fully
repaid during year 5,
the decrease in taxes
of 1 in year 1 requires
an increase in taxes
equal to (1+r)4 during
year 5.
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26-1 The Government Budget Constraint
Current versus Future Taxes
Full Repayment in Year t
Our first set of conclusions:
Chapter 26: Fiscal Policy: A Summing Up
 If government spending is unchanged, a decrease in
taxes must eventually be offset by an increase in
taxes in the future.
 The longer the government waits to increase taxes, or
the higher the real interest rate, the higher the
eventual increase in taxes.
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26-1 The Government Budget Constraint
Chapter 26: Fiscal Policy: A Summing Up
Debt Stabilization in Year t
We have assumed so far that the government fully repays the debt.
let’s now look at what happens to taxes if the government only
stabilizes the debt (stabilizing the debt means changing taxes or
spending so that debt remains constant)
Suppose the government decides to stabilize the debt from year 2
On .stabilizing the debt from year 2 on means the debt at the end of
2 and thereafter means at the same level as at the end of year 1.
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26-1 The Government Budget Constraint
Current versus Future Taxes
Debt Stabilization in Year t
Primary Deficit
From Bt
year 2 is
 1  r  B  G  T , the budget constraint for
t 1
t
t
Chapter 26: Fiscal Policy: A Summing Up
B2  (1  r ) B1  (G2  T2 )
Under our assumption that debt is stabilized in year 2, B2 =
B1 = 1. Replacing in the preceding equation:
1  (1  r )  (G2  T2 )
Reorganizing and bringing G2 – T2 to the left side:
T2  G2  (1  r )  1  r
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26-1 The Government Budget Constraint
Chapter 26: Fiscal Policy: A Summing Up
Debt Stabilization in Year t
To avoid a future increase in debt year 1,the government must run a
primary surplus equal to real interest payments on the existing debt.
It must do so in following years as well; each year
The primary surplus must be sufficient to cover interest payments,
leaving the debt level unchanged. The path of taxes and debt is
shown in figure 26-1,panel(c).Debt remains equal to 1 from year 1
on .Taxes are permanently higher from year 1 on , by an amount
equal to r, that is, from year 1 on ,the government runs a primary
surplus equal to r.
The logic of this argument extends directly to the case where the
government waits until year t to stabilize .whenever the government
stabilizes, it must from then on run a primary surplus sufficient to
pay interest on the debt.
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Full Repayment in Year 2
Figure 26 - 1
Chapter 26: Fiscal Policy: A Summing Up
Tax Cuts, Debt
Repayment, and
Debt Stabilization
(c) If debt is stabilized
from Year 2 on, then
taxes must be
permanently higher by
r from Year 2 on.
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26-1 The Government Budget Constraint
Current versus Future Taxes
Debt Stabilization in Year t
From the preceding arithmetic of deficits and debt we
can draw these conclusions:
Chapter 26: Fiscal Policy: A Summing Up
 The legacy of past deficits is higher government
debt.
 To stabilize the debt, the government must
eliminate the deficit.
 To eliminate the deficit, the government must run
a primary surplus equal to the interest payments
on the existing debt. This requires higher taxes
forever.
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26-1 The Government Budget Constraint
The Evolution of the Debt-to-GDP Ratio
In an economy in which output grows over time, it
makes sense to focus on the ratio of debt to output.
Chapter 26: Fiscal Policy: A Summing Up
The debt-to-GDP ratio, or debt ratio gives the
evolution of the ratio of debt to GDP.
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26-1 The Government Budget Constraint
The Evolution of the Debt-to-GDP Ratio
The Arithmetic of the Debt Ratio
To derive the evolution of the debt ratio takes a few steps.
Do not worry: The final equation is easy to understand.
Chapter 26: Fiscal Policy: A Summing Up
B
B G T
 (1  r )

Y
Y
Y
t
t 1
t
t
t
t
t
Y  B G T
B
 (1  r )  

Y
Y
 Y Y
t
t 1
t 1
t
t
t 1
t
t
t
B
B G T
 (1  r  g ) 
Y
Y
Y
t
t 1
t
t 1
t
t
t
B B
B G T

 (r  g )

Y Y
Y
Y
t
t 1
t 1
t
t 1
t 1
t
t
t
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26-1 The Government Budget Constraint
The Evolution of the Debt-to-GDP Ratio
The Arithmetic of the Debt Ratio
B
B
B
G T

 (r  g )

Y
Y
Y
Y
t
Chapter 26: Fiscal Policy: A Summing Up
t
t 1
t 1
t 1
t 1
t
t
t
This took many steps, but this final relation has a simple
interpretation: The change in the debt ratio over time is equal
to the sum of two terms.
 The first term is the difference between the real interest
rate and the growth rate times the initial debt ratio.
 The second term is the ratio of the primary deficit to GDP.
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26-1 The Government Budget Constraint
The Evolution of the Debt-to-GDP Ratio
The Evolution of the Debt Ratio in OECD Countries
Chapter 26: Fiscal Policy: A Summing Up
B B
B G T

 (r  g )

Y Y
Y
Y
t
t 1
t 1
t
t 1
t 1
t
t
t
This equation implies that the increase in the ratio of
debt to GDP will be larger:
 the higher the real interest rate,
 the lower the growth rate of output,
 the higher the initial debt ratio,
 the higher the ratio of the primary deficit to GDP.
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26-1 The Government Budget Constraint
The Evolution of the Debt-to-GDP Ratio
The Evolution of the Debt Ratio in OECD Countries
Figure 26 – 2
Chapter 26: Fiscal Policy: A Summing Up
The Belgian Debt Ratio
since 1970
Low growth, high interest
rates, and primary deficits led
to a large increase in the debt
ratio from the early 1980s to
the mid-1990s. Since then,
higher growth, lower interest
rates, and primary surpluses
have led to a decline in the
debt ratio.
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26-1 The Government Budget Constraint
The Evolution of the Debt-to-GDP Ratio
The Evolution of the Debt Ratio in OECD Countries
Figure 26-2 suggests the presence of three distinct regimes:
Chapter 26: Fiscal Policy: A Summing Up
 A low and stable debt ratio for most of the 1970s.
 A sharp increase in the debt ratio from the early 1980s to
the mid-1990s.
 A steady decrease in the debt ratio since the mid-1990s.
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26-2 Four Issues in Fiscal Policy
Having looked at the mechanics of the government
budget constraint, we can now take up four issues
in which this constraint plays a central role.
Chapter 26: Fiscal Policy: A Summing Up
Ricardian Equivalence
The Ricardian Equivalence, further developed by Robert
Barro, and also known as the Ricardo-Barro proposition,
is the argument that, once the government budget
constraint is taken into account, neither deficit nor debt has
an effect on economic activity.
Consumers do not change their consumption in respond to
a tax cut if the present value of after-tax labor income is
unaffected. The effect of lower taxes today is cancelled out
by higher taxes tomorrow.
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26-2 Four Issues in Fiscal Policy
Deficits, Output Stabilization, and the Cyclically
Adjusted Deficit
Chapter 26: Fiscal Policy: A Summing Up
The fact that budget deficits have adverse effects implies
that deficits during recessions should be offset by
surpluses during booms.
The deficit that exists when output is at the natural level of
output is called the full-employment deficit. Other terms
used are midcycle deficit, standardized employment
deficit, structural deficit, or cyclically adjusted deficit.
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26-2 Four Issues in Fiscal Policy
Deficits, Output Stabilization, and the Cyclically
Adjusted Deficit
Chapter 26: Fiscal Policy: A Summing Up
The theory underlying the concept of cyclically adjusted deficit is
simple; the practice of it has proven tricky. First, establish how
much lower the deficit would be if output were, say, 1% higher.
Second, assess how far output is from its natural level:
 A reliable rule of thumb is that a 1% decrease in output leads
automatically to an increase in the deficit of 0.5% of GDP.
If output is, say 5% below its natural level, the deficit as a ratio
of GDP will therefore be about 2.5% larger than it would be if
output was at the natural level of output. This effect of the
deficit on economic activity has been called the automatic
stabilizer.
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26-2 Four Issues in Fiscal Policy
Deficits, Output Stabilization, and the Cyclically
Adjusted Deficit
Chapter 26: Fiscal Policy: A Summing Up
The theory underlying the concept of cyclically adjusted deficit is
simple; the practice of it has proven tricky. First, establish how
much lower the deficit would be if output were, say, 1% higher.
Second, assess how far output is from its natural level:
 The second step is more difficult. Recall that the natural level of
output is the output level that would be produced if the economy
were operating at the natural rate of unemployment. Too low an
estimate will lead to too high an estimate of the natural level of
output, and therefore to too optimistic a measure of the
cyclically adjusted deficit.
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26-2 Four Issues in Fiscal Policy
Wars and Deficits
The economic burden of a war affects consumers and firms
differently depending on how the war is paid for.
Chapter 26: Fiscal Policy: A Summing Up
There are two good reasons to run deficits during wars:
 The first is distributional—Deficit finance is a way to pass some
of the burden of the war to those alive after the war, and it
seems only fair for future generations to share in the sacrifices
the war requires.
 The second is more narrowly economic—Deficit spending helps
reduce tax distortions.
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26-2 Four Issues in Fiscal Policy
Wars and Deficits
Passing on the Burden of the War
Wars lead to large increases in government spending.
Chapter 26: Fiscal Policy: A Summing Up
 Suppose the government relies on deficit finance. With
government spending sharply up, there will be a very large
increase in the demand for goods.
 Suppose instead that the government finances the spending
increase through an increase in taxes. Consumption will decline
sharply.
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26-2 Four Issues in Fiscal Policy
Wars and Deficits
Reducing Tax Distortions
Chapter 26: Fiscal Policy: A Summing Up
Very high tax rates can lead to very high economic
distortions. People will work less, and engage in illegal,
untaxed activities.
Tax smoothing is the idea that it is better to maintain a
relatively constant tax rate, to smooth taxes.
Tax smoothing implies large deficits when government
spending is high and small surpluses the rest of the time.
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26-2 Four Issues in Fiscal Policy
The Dangers of Very High Debt
Chapter 26: Fiscal Policy: A Summing Up
B B
B (G  T )

 (r  g ) 
Y Y
Y
Y
t
t 1
t 1
t
t 1
t 1
t
t
t
The higher the ratio of debt to GDP, the larger the potential
for catastrophic debt dynamics.
Expectations of higher and higher debt give a hint that a
problem may arise, which will lead to the emergence of the
problem, thereby validating the initial expectations.
Debt repudiation consists of canceling the debt, in part or
in full.
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Deficits, Consumption, and Investment in the United
States during World War II
Chapter 26: Fiscal Policy: A Summing Up
In 1939, the share of U.S. government spending on
goods and services in GDP was 15%. By 1944, it had
increased to 45%! The increase was due to increased
spending on national defense, which went from 1% of
GDP in 1939 to 36% in 1944.
Faced with such a massive increase in spending, the
U.S. government reacted with large tax increases.
The increase was met in large part by a decrease in
consumption.
It was also met however by a 6% decrease in the share
of (private) investment in GDP—from 10% to 4%.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Current Numbers
There are many different definitions of “expenditures,”
“revenues,” and “deficit”:
Chapter 26: Fiscal Policy: A Summing Up
 Some numbers refer to the budget of the federal
government. Some numbers consolidate the accounts
of the federal, state, and local governments.
 One set of numbers is based on the government
accounting system; another set of numbers is based
on the national income accounting system.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Current Numbers
Here are the main differences between the government numbers
and the NIPA numbers:
Chapter 26: Fiscal Policy: A Summing Up
 The government budget numbers are presented by fiscal year.
 The government budget numbers are presented in two
categories: “on-budget” and “off-budget.”
 The two accounting systems differ in how they treat the sale of
government assets.
 They differ in the ways they treat government investment.
 The difference between the official and the NIPA measures of
the deficit can be positive or negative.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Current Numbers
You are likely to encounter two numbers for (federal)
government debt:
Chapter 26: Fiscal Policy: A Summing Up
 One is gross debt, the sum of the federal
government’s financial liabilities.
 The other, more relevant number is net debt, or
equivalently, debt held by the public.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Current Numbers
Table 26-2 U.S. Federal Budget Revenues and Expenditures, Fiscal Year 2006
(Percent of GDP)
Chapter 26: Fiscal Policy: A Summing Up
Revenues
Personal taxes
Corporate profit taxes
Indirect taxes
Social insurance contribution
Other
Expenditures, excluding interest payments
Consumption expenditures
Defense
Nondefense
Transfers
Grants to state/local governments
Other
Primary surplus (1) (+ sign: surplus)
Net interest payments (2)
Real interest payments (3)
Inflation component
Official surplus: (1) minus (2)
Inflation adjusted surplus: (1) minus (3)
Memo item. Debt-to-GDP ratio
18.9
7.9
2.9
0.8
6.8
1.3
18.4
6.1
4.1
2.0
8.9
2.8
0.7
0.5
2.2
0.8
1.4
-1.7
-0.3
37.0
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Medium-Run Budget Projections
Chapter 26: Fiscal Policy: A Summing Up
Figure 26 – 3
Deficits Projections:
Federal Government
Deficit, Fiscal Years
2007 to 2017
Under current fiscal rules, the
deficit turns into a surplus by
2012. Under more realistic
assumptions about spending
and revenues, however, it
increases steadily over the
period.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Medium-Run Budget Projections
Chapter 26: Fiscal Policy: A Summing Up
The Congressional Budget Office (or CBO for short) is a
nonpartisan agency of Congress that helps Congress
assess the costs and the effects of fiscal decisions.
The blue line shows projected deficits under current rules
(these are called baseline projections). According to this
projection, the future looks good.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Medium-Run Budget Projections
Chapter 26: Fiscal Policy: A Summing Up
Unfortunately, this projection is misleading. It is based on
three assumptions—three budget rules that Congress has
said it would follow but is in fact unlikely to follow.
– The first assumption is that nominal discretionary
spending will increase only at the rate of inflation—in
other words, will remain constant in real terms.
– The second assumption is the provision that most of
the tax cuts introduced by the Bush administration in
2001 will expire in 2010.
– The third assumption is that the rules governing the
alternative minimum tax (AMT) will not be changed.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
Medium-Run Budget Projections
Chapter 26: Fiscal Policy: A Summing Up
The red line shows the projected path of the deficit under
the joint assumptions that discretionary spending will
increase with nominal GDP, that tax cuts will be extended,
and that the AMT will be indexed for inflation. Under these
assumptions, the deficit grows steadily larger, reaching
3.5% by 2017.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
The Long-Run Challenges: Low Saving, Aging, and
Medical Care
Chapter 26: Fiscal Policy: A Summing Up
We just reached the conclusion that U.S. budget deficits
are likely to remain high for at least the next decade. There
are three reasons why we should worry: low U.S. saving,
the aging of America, and the increase in medical costs.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
The Long-Run Challenges: Low Saving, Aging, and
Medical Care
Deficits and the Low U.S. Saving Rate
Chapter 26: Fiscal Policy: A Summing Up
The U.S. saving rate is among the lowest in the OECD.
This low saving rate should be a matter of concern. The
U.S. is now the largest debtor country in the world and will
have to pay large interest payments to the rest of the world
for the indefinite future.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
The Long-Run Challenges: Low Saving, Aging, and
Medical Care
Retirement and Medical Care
Chapter 26: Fiscal Policy: A Summing Up
Entitlement programs are programs that require the payments
of benefits to all who meet the eligibility requirements
established by the law.
Table 26-3
Projected Spending on Social Security,
Medicare, and Medicaid, 1998-2060 (Percent
of GDP)
2004
2010
2030
2050
Social Security
4.2
4.2
5.9
6.2
Medicare/Medicaid
4.1
4.8
8.4
11.5
Total
8.3
9.0
14.3
17.6
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
The Long-Run Challenges: Low Saving, Aging, and
Medical Care
Retirement and Medical Care
Chapter 26: Fiscal Policy: A Summing Up
Entitlement spending to GDP is projected to increase for these
reasons:
 The Aging of America: The old age dependency ratio—the
ratio of the population 65 years old or more to the
population between 20 and 64 years old—is projected to
increase from about 20% in 1998 to above 40% in 2060.
 The steadily increasing cost of health care.
Even if all expenditures other than transfers were eliminated,
projected entitlement spending would still exceed revenues.
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26-3 The U.S. Budget: Current Numbers and
Future Prospects
The Long-Run Challenges: Low Saving, Aging, and
Medical Care
Chapter 26: Fiscal Policy: A Summing Up
Retirement and Medical Care
Since 1983, Social Security contributions have exceeded
benefits. The Social Security Trust Fund is an account
where the surpluses have been accumulating, and now
equal 15% of GDP.
The Social Security Trust Fund is expected to reach a
peak by 2016 and then to decline and become equal to
zero by 2041.
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Chapter 26: Fiscal Policy: A Summing Up
Key Terms
 inflation-adjusted deficit
 government budget
constraint
 primary deficit (primary
surplus)
 debt-to-GDP ratio, debt ratio
 Ricardian equivalence,
Ricardo-Barro proposition
 full-employment deficit
 midcycle deficit
 standardized employment
deficit






structural deficit
cyclically adjusted deficit
automatic stabilizer
tax smoothing
debt repudiation
Congressional Budget
Office (CBO)
 baseline projections
 entitlement programs
 Social Security Trust Fund
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