The upside of down: postsecondary enrollment in the great recession.
Barrow, Lisa ; Davis, Jonathan
Introduction and summary
Following the Great Recession (December 2007 through June 2009),
the official U.S. unemployment rate reached the highest levels recorded
since the early 1980s, peaking at 10.0 percent in October 2009 (see
figure 1). However, what really distinguishes the Great Recession from
past episodes of high unemployment is the long-term unemployment rate
(the percentage of the civilian labor force unemployed for more than 26
weeks). Following the Great Recession, the long-term unemployment rate
was nearly double the highest levels seen in the last 50 years, reaching
4.4 percent in April 2010J High unemployment is costly. Davis and von
Wachter (2011) show that, on average, men lose 2.8 years of their
predisplacement earnings when the unemployment rate exceeds 8 percent at
the time they are displaced from their jobs--double the earnings losses
they experience when unemployment is below 6 percent when they are
displaced7 Further, Kalil and Ziol-Guest (2008) show that children whose
father is displaced from his job have higher grade repetition and school
discipline rates. At the same time, however, poor prospects in the labor
market may induce individuals to make greater investments in their human
capital by staying in or returning to school.
Many past studies have investigated the cyclicality of school
enrollment, and most of the evidence suggests that enrollment increases
during recessions. Gustman and Steinmeier (1981) looked at the
enrollment/labor supply decision of teenagers in 1976 and found that
school enrollment rates were affected by both the area unemployment rate
and wage offers. Mattila (1982) examined the determinants of enrollment
for 16- to 21-year-old males between 1956 and 1979. Although he was
primarily interested in how the rate of return to schooling affects
enrollment, he also found that college enrollment rates for younger men
increased with an increase in the unemployment rate, but the same was
not true for the older men in his analysis.
In one of the few studies to investigate the
enrollment--unemployment association across the entire population, Betts
and McFarland (1995) found that a 1 percent increase in the adult
unemployment rate was associated with a 4 percent increase in full-time
community college enrollment. Similarly, Dellas and Sakellaris (2003)
studied higher education enrollment and the business cycle for 18 to 22
year olds and found that college enrollment is strongly countercyclical.
On the other hand, Card and Lemieux (2001) find that the state
unemployment rate has no effect, or a slightly negative effect, on the
college enrollment rates of 18- to 21-year-old men and women. Finally,
other studies have shown that returning to school after being displaced
from a job can reduce the labor market costs of the displacement. For
example, Jacobson, LaLonde, and Sullivan (2005) find that community
college retraining for displaced workers results in a 7 percent increase
in postdisplacement earnings for the average male participant and a 14
percent increase for the average female participant. However, the
returns to additional education might be lower during a recession. Kahn
(2010) showed that graduating from college in a poor labor market has a
persistent, negative effect on labor market outcomes.
[FIGURE 1 OMITTED]
In this article, we examine how postsecondary enrollment changed
during the Great Recession and how this change compared with earlier
recessionary periods. We do this for the entire population 16 years and
older, we consider enrollment changes at different types of
institutions, and we examine whether enrollment may be more sensitive to
changes in the long-term unemployment rate. We show that there have been
large increases in two-year, four-year public, and four-year private
enrollment since the start of the Great Recession. These increases are
slightly larger than we would have expected based on the historical
relationships between unemployment and enrollment, and they are
significantly larger than we would have expected if the unemployment
rate had remained at 2007 levels. Using a simple cost--benefit analysis,
we estimate that the increased enrollment may lead to a net lifetime
benefit of roughly $3.3 billion overall, or $1,500 for each person who
enrolled.
Theoretical predictions
The standard model of school enrollment predicts that individuals
will enroll in school until the marginal cost of an additional year of
education exceeds the marginal benefit. In a simple cost-benefit
framework, this means that the present discounted value of the
additional income one would earn from further schooling must be greater
than all of the costs associated with getting that further schooling. Of
all of the costs of getting more schooling, forgone earnings for hours
spent in school rather than spent working are likely to be among the
largest. For example, average tuition and fees for students at two-year
colleges in 2008-09 was $2,600 (3) in 2009-10 dollars. (4) In contrast,
the average high school graduate in the labor force made $28,089 in 2007
and $27,189 in 2010. (5) Even at minimum wage ($7.25/hour), an
individual working 30 hours a week for 40 weeks would earn $8,700. Thus,
in times of high unemployment, the opportunity cost of getting
additional schooling may be substantially lower than in times of very
low unemployment. If there is no change in the expected total benefits
of getting more schooling, one would expect to observe increases in
school enrollment rates during recessions.
[FIGURE 2 OMITTED]
Data
For our analysis, we use enrollment data from the National Center
for Education Statistics' Integrated Postsecondary Education Survey
(IPEDS) and the October Supplement of the U.S. Bureau of Labor
Statistics' Current Population Survey (CPS). We also use U.S.
Census population data and CPS labor market data. (6) The IPEDS data
include fall enrollment information for all degree-granting,
postsecondary institutions that participate in federal financial aid
programs from 1963 through 2010. Importantly, all institutions that
participate in federal financial aid programs authorized under title IV
of the Higher Education Act of 1965 are required to respond to the IPEDS
survey. We use fall enrollment counts (on October 15 or the
institution's official fall reporting date). In figure 2, we
present total enrollment at two-year, four-year public, and four-year
private postsecondary institutions from 1963 through 2010 (as of October
of each year), along with shading for recessionary periods according to
the National Bureau of Economic Research. (7) Total enrollment at all
institution types generally rose over the entire period. Between 1963
and 1975, enrollment at two-year and four-year public institutions more
than doubled as the baby boomers entered college and federal financial
aid programs were implemented and expanded following the Higher
Education Act of 1965. By 2010, total enrollment at title 1V
institutions had reached 21.3 million, with 7.7 million students
enrolled at two-year institutions, 8 million students enrolled at
four-year public institutions, and the remainder enrolled at four-year
private institutions. Enrollment at two-year institutions experienced
the highest growth over the entire period, but growth in enrollment at
four-year private institutions rose sharply after 2000, driven by the
increase in enrollment at the growing number of for-profit four-year
institutions. (8)
Some of the rise in enrollment is driven by increases in the
population, while at the same time one can see from figure 2 that
enrollment levels--particularly at two-year institutions--seem to move
over the business cycle as well. In order to look at population
enrollment rates, we convert the IPEDS enrollment levels to enrollment
rates using Census estimates of the population aged 16 and over. (9) In
addition, we use data from the CPS October Supplement to estimate
enrollment rates for individuals aged 16 years and over from 1978
through 2010. (10) From these CPS data, we can also calculate enrollment
rates at four-year public, four-year private, and two-year postsecondary
institutions. We present enrollment rates constructed from these data
sources in figure 3, panels A and B.
In principle, the IPEDS and CPS enrollment data should be nearly
identical. In figure 3, panel A, we see that, indeed, the overall
enrollment rate series are quite similar over most years, although CPS
enrollment rates exceed IPEDS enrollment rates by up to 0.7 percentage
points between 1994 and 2002. (11) Overall, the enrollment rate of the
population aged 16 and over rose from roughly 6.7 percent in 1978 to 8.6
percent in 2010. However, when enrollment is stratified by type of
institution, the levels and trends in the data are very different. The
enrollment rate at four-year public institutions as measured by the
IPEDS has been relatively flat since the late 1970s at just under 3
percent, rising somewhat around periods of recession, and hitting a
record level of 3.3 percent in 2010. In contrast, the four-year public
enrollment rate as measured by the CPS rose from 3.2 percent in 3978 to
4.2 percent in 2010. For two-year institutions, the CPS enrollment rate
is consistently below the IPEDS enrollment rate by an average of 0.6
percentage points; and most recently, the CPS measured no increase in
the enrollment rate at four-year private institutions, compared with an
increase of roughly 2 percentage points in the IPEDS data. Because the
IPEDS data are based on administrative data from the universe of title
IV institutions and the CPS data are based on surveys of individuals, we
suspect some of the differences are driven by individual misreporting of
institution type in the CPS. As a result, we focus on estimates based on
IPEDS enrollment rates. However, we discuss how the results differ when
the CPS is used, as well as using CPS data to decompose the change in
the overall enrollment rate observed in the CPS by labor force status.
Focusing on the IPEDS data during the period of the Great
Recession, we see that the two-year enrollment rate has increased by 13
percent since 2007 after decreasing or staying roughly constant in each
year between 2002 and 2007. The enrollment rate at four-year public
institutions was increasing in the years leading up to the Great
Recession, but the rate of increase accelerated during the Great
Recession; the four-year public enrollment rate increased 8.1 percent
(from 3.03 percent to 3.28 percent) between 2007 and 2010, compared with
an increase of 2.6 percent (from 2.96 percent to 3.03 percent) between
2004 and 2007.
The enrollment rate at private four-year institutions has increased
quite dramatically since 2000, and like the four-year public enrollment
rate, the growth in the four-year private enrollment rate accelerated
during the Great Recession relative to the mid-2000s. Between 2004 and
2007, the enrollment rate at four-year private institutions increased by
7.9 percent (from 1.75 percent to 1.89 percent), while it grew by 20.5
percent between 2007 and 2010 (from 1.89 percent to 2.28 percent).
Enrollment and labor market conditions before the Great Recession
While it is clear from figure 3 that postsecondary enrollment
increased during the Great Recession, it is unclear whether it has
increased by more or less than one would have expected given its trend
growth and the relationship between labor market conditions and
enrollment in the past. To examine this question, we model the change in
the enrollment rate as follows:
[DELTA][Enrollment.sub.t],= [alpha] + [beta] [DELTA] [Unemployment
.sub.t]+ [[gamma].sub.t] + [[epsilon].sub.t],
where [DELTA][Enrollment.sub.t], is the change in the aggregate
total, two-year, four-year public, or four-year private enrollment rate
between year t-1 and t; [DELTA][Unemployment.sub.t], is the change in
the annual unemployment rate or the annual long-term unemployment rate
between year t-1 and t; t is a time trend; [[epsilon].sub.t] is the
error term; and [alpha], [beta], and [gamma] are parameters to be
estimated. We estimate this model using linear regression with data from
1975 through 2007 so we can compare the enrollment data during the Great
Recession with an out-of-sample forecast using the model estimated prior
to the Great Recession. (12)
In table 1, we present estimates of the relationships between
changes in the enrollment rates and 1) the change in the overall
unemployment rate and 2) the change in the long-term unemployment rate.
Each column corresponds to a different enrollment rate measure. As shown
in column 1, a 1 percentage point increase in the change in the
unemployment rate is associated with a 0.11 percentage point increase in
the change in the total enrollment rate, an association that is
significant at the 1 percent level. (13) If all of the additional
increase in enrollment was coming from the newly unemployed (with nobody
exiting the labor force), this increase would translate into roughly 16
percent of the additional unemployed enrolling in school. (14)
Looking at the long-term unemployment rate, we see that a 1
percentage point increase in the change in the long-term unemployment
rate is associated with a 0.21 percentage point increase in the change
in the total enrollment rate---this is nearly twice the size of the
association between the total postsecondary enrollment rate and the
overall unemployment rate and significantly different from zero at the 5
percent level. For all of our estimates in table 1, the association
between the change in the long-term unemployment rate and the change in
the enrollment rate is approximately twice as large as when the
association is measured using the change in the overall unemployment
rate. To the extent that the unemployment and long-term unemployment
rates move together, the difference in coefficient estimates reflects
the differences in mean levels. Thus, in order to compare the results
more directly, we consider the implied effect on the enrollment rate of
a 1 standard deviation increase in the change in the regular or
long-term unemployment rate. A 1 standard deviation increase in the
change in the unemployment rate (0.95) is associated with a 0.10
percentage point increase in the change in the overall enrollment rate.
In comparison, a 1 standard deviation increase in the change in the
long-term unemployment rate (0.35) is associated with a somewhat smaller
0.07 percentage point increase in the change in the overall enrollment
rate.
[FIGURE 3 OMITTED]
Columns 2, 3, and 4 of table 1 show the estimates when the outcome
is the change in the two-year enrollment rate, the change in the
four-year public enrollment rate, and the change in the four-year
private enrollment rate, respectively. As shown in figure 2 (p. 119),
changes in the two-year college enrollment rate are more closely
associated with changes in the unemployment rate than changes in either
the four-year public or four-year private enrollment rates. A 1
percentage point increase in the unemployment rate is associated with a
0.07 percentage point (roughly 0.75 standard deviations) increase in the
two-year college enrollment rate. Since the mean two-year enrollment
rate in the sample was 2.678 percent, this implies a 2.6 percent
increase in two-year enrollment. This is slightly lower than Betts and
McFarland's (1995) preferred estimate of 4 percent, although they
were considering fulltime enrollment. A 1 percentage point increase in
the unemployment rate is associated with a 0.03 percentage point (0.61
standard deviations) increase and a 0.008 percentage point (0.32
standard deviations) increase in the four-year public and private
enrollment rates, respectively. Since total enrollment is the sum of
two-year, four-year public, and four-year private enrollment, the
coefficients from the separate regressions sum to the coefficients in
column 1. This implies that approximately two-thirds of the association
between unemployment and total enrollment can be attributed to changes
in two-year enrollment. Again, the estimates using the change in the
long-term unemployment rate are nearly twice as large, 0.132 for the
two-year enrollment rate and 0.058 for the four-year public enrollment
rate. When converted to standard deviation units, however, the implied
effects on enrollment rates are somewhat smaller than when we use the
overall unemployment rate.
Enrollment in the Great Recession
So how did the change in enrollment during the Great Recession
compare with what we would have expected based on previous recessions?
Figure 4 plots the actual total enrollment rate; two forecasts of the
total enrollment rate using our estimates from table 1 and the changes
in the unemployment and long-term unemployment rates in 2008, 2009, and
2010; and a counterfactual forecast of enrollment that held the
unemployment rate at its 2007 level. There are several things to note in
figure 4. First, the 2010 total enrollment rate is 0.75 percentage
points, or 9.5 percent, above where we would have expected it to be had
the unemployment rate remained at 2007 levels. The total enrollment rate
is also slightly above where we would have expected it to be, given the
changes in the unemployment rate and the long-term unemployment rate.
With that said, the observed change in the total enrollment rate between
2007 and 2010 is quite close to the change predicted by observed changes
in each of the two unemployment rates.
[FIGURE 4 OMITTED]
[FIGURE 5 OMITTED]
Figure 5 shows the gap by institution type between the 2010
enrollment rates and the counterfactual rates, which assume that the
unemployment rate remained at its 2007 level. The "total" bar
corresponds to the 9.5 percent gap shown in figure 4. The two-year
enrollment rate is 12.7 percent higher, the four-year public enrollment
rate is 5.0 percent higher, and the four-year private enrollment rate is
15.1 higher than we would have expected, given a constant 4.6 percent
unemployment rate over this period.
One question of interest is whether particular demographic groups
are driving the increase in enrollment. Ideally, we would estimate
separate enrollment trends for each demographic group and decompose the
9.5 percent gap in total enrollment by the demographic groups. However,
IPEDS enrollment data stratified by demographic characteristics are only
available for recent years. As a result, we try to approximate the above
exercise by decomposing the change in the overall enrollment rate into
the changes in the contributions from demographic subgroups between 2007
and 2010, compared with the changes between 2004 and 2007.15 Figure 6
displays the changes in these components in percentage terms for
different age groups, men, women, and different race categories. (16)
The overall enrollment rate grew by about 2.5 percent between 2004 and
2007, but it grew by roughly 12 percent between 2007 and 2010.
Looking first at the difference in the change in the enrollment
rate contributions by age group, we see that all age subgroups
contributed to the increase in the overall enrollment rate; however, the
percentage changes among those over 24 years of age were larger than
among the younger age groups. (17) In particular, the change in the
enrollment contribution for 25-35 year olds grew by 13.6 percent between
2007 and 2009, compared with 1.6 percent between 2005 and 2007, a net
change of 12 percentage points. The net change for individuals 35 years
old and over was similar, at 11 percentage points, while for the under
20s and 20 to 24 year olds, the net changes were 1.9 and 6.4 percentage
points, respectively. Moving to the growth rates by gender, we see that
the growth in enrollment for men was slightly larger than that for
women. Finally, the growth rates by race/ethnicity groups show that
there were increases in every group shown, but the largest increases
were in the African American/black and Hispanic groups.
[FIGURE 6 OMITTED]
Cost-benefit analysis
Finally, we make a back-of-the-envelope estimate of the net benefit
of this increased investment in education. We assume that the net
tuition and fees for one additional year of schooling are $3,000. (18)
More importantly, we assume that an individual forgoes $27,000 in
earnings for each additional year of schooling. This is based on the
average annual earnings of high school graduates who were 16 years and
older and in the labor force in the 2010 March CPS. Thus, we assume that
one year of schooling costs $30,000. To the extent that those enrolling
are less likely than the average labor force participant to be employed,
this would be an overestimate of the costs; to the extent that those
returning to school attended more expensive institutions on average,
this would be an underestimate of the costs. (19)
On the benefits side, we assume one year of additional schooling
permanently increases future earnings by 8.5 percent relative to the
average earnings of a high school graduate. Jacobson, LaLonde, and
Sullivan (2005) show that one year of community college increased the
postdisplacement earnings of older displaced workers in Washington State
by 7 percent for men and 10 percent for women. Given our somewhat
broader sample, which includes young adults as well as individuals
enrolling in four-year colleges, we believe 8.5 percent should be a
reasonable estimate of the average earnings increase. We transform this
earnings increase into a lifetime benefit by assuming a 3.5 percent
discount rate and 20 years of work life remaining for the average person
in our sample. (20) Using these assumptions, the lifetime benefit of one
additional year of college is $32,617.
Unfortunately, we do not observe how much schooling individuals
complete once they enroll. However, Jacobson, LaLonde, and Sullivan find
that the average enrollee in their sample earned about 60 percent of one
year's worth of credits. Therefore, we adjust the annual cost and
benefit measures by 0.6.
The results from this exercise are shown in table 2. Between 2007
and 2010, the enrollment rate of the population increased by 0.85
percentage points relative to the increase in the enrollment rate
observed between 2004 and 2007. We assume that the additional 0.85
percent of the population who enroll in school complete 0.6 years of
schooling for a net benefit over their lifetime of $1,570. The increase
in the enrollment rate means that roughly an additional 2 million
individuals enrolled in a postsecondary program, generating a population
benefit of $3.3 billion, or roughly $13 per person over age 16.
CPS October Supplement
Many researchers have examined enrollment using the October
Supplement of the Current Population Survey (for example, Card and
Lemieux, 2001; Dellas and Sakellaris, 2003; and Mattila 1982). Although
in principle we might expect the IPEDS and CPS data to be quite similar,
as shown in figure 3, the series differ in their estimates of the
overall enrollment rates during the mid- to late 1990s and differ fairly
substantially in their estimates of enrollment rates by level of
institution. Next, we reestimate the previous results using enrollment
rates from the October CPS data. These are presented in table 3.
While there is some evidence that the association between
enrollment and the standard and long-term unemployment rates is
positive, it is much weaker than the evidence provided by the IPEDS
data. Overall, we find that a 1 percentage point increase in the change
in the unemployment rate is associated with a 0.03 percentage point
increase in the change in the enrollment rate, roughly one-third the
size of the corresponding estimate using IPEDS data. In general, all
estimates using CPS data are smaller than those using IPEDS data, with
the relationship between changes in the unemployment rates and changes
in four-year public enrollment rates becoming negative. Only the
estimates for four-year private institutions (table 3, column 4) are
roughly similar using either data source. Further, the only coefficient
that remains significantly different from zero at a 5 percent level
using the CPS data is the association between the change in the
traditional unemployment rate and the change in two-year
enrollment--0.053, which is 0.017 percentage points smaller than the
analogous coefficient from the IPEDS estimates. If we focus only on the
first column of table 3, where the estimates for the enrollment rate
data in the CPS are quite similar to those for the IPEDS data, we would
have concluded that enrollment during the Great Recession increased by
much more than we would have predicted based on the pre-recession
relationships between changes in the enrollment rate and changes in
regular and long-term unemployment rates.
However, one advantage of the CPS data over the IPEDS data is that
it provides a much richer set of individual characteristics, allowing
for a more comprehensive analysis of changes in enrollment rates by
subgroups. For example, in table 4, we use the CPS's total
postsecondary enrollment data stratified by labor market status to
decompose the 0.73 percentage point increase in total enrollment from
2007 to 2010 (as measured by the October CPS) into two components for
each subgroup: the contribution from the change in the share of the
population in each labor force status category (not in the labor force,
employed, unemployed, and long-term unemployed), holding the enrollment
rates in these categories fixed; and the contribution from the change in
the enrollment rates within each category, holding the share of the
population in each category fixed. (21)
Columns 1 and 3 of table 4 show the percentage of the population
that was not in the labor force, employed, unemployed (for 26 weeks or
less), or long-term unemployed (27 weeks or longer) in 2007 and 2010,
respectively. These columns show that the share of the population that
was employed decreased by over 4 percentage points between 2007 and
2010, whereas the population shares in all the other categories
increased. Columns 2 and 4 show the total postsecondary enrollment rates
for each of these labor market status categories in 2007 and 2010,
respectively. In 2007, the enrollment rate was highest among those not
in the labor force (8.40 percent) and lowest among the long-term
unemployed (4.69 percent). By 2010, the enrollment rate in each of these
categories had increased, with the highest enrollment rate being among
the regular unemployed (11.71 percent) and the lowest among the employed
(7.41 percent).
Column 5 shows how total enrollment would have changed if the
distribution of the population across the labor market categories had
changed from the 2007 distribution to the 2010 distribution, but the
2007 enrollment rates had remained constant for each category. The
contribution to the total change is positive for the categories whose
share increased and negative for the employed category. The bottom row
totals all of the contributions in column 5, and shows that the total
enrollment rate would have fall en by 0.02 percentage points had the
distribution of the population across labor market categories changed as
they did, with enrollment rates constant at their 2007 levels.
In column 6 of table 4, we present the contribution to the change
in the enrollment rate coming from the change in the enrollment rates
within labor force status category, holding constant the share of the
population in each category. Since the enrollment rate increased within
each category, all of the contributions are positive. Again, the bottom
row totals the contributions, indicating that total enrollment would
have increased by 0.75 percentage points had enrollment rates within
labor force status categories changed as observed, but the distribution
of the population across categories had remained constant. Together, the
results in columns 5 and 6 suggest that the change in the total
enrollment rate is driven by the increases in enrollment rates within
categories, rather than changes in the distribution of the population
across categories.
Conclusion
In this article, we examine how postsecondary enrollment changed
during the Great Recession and how this change compared with the
experience of earlier recessionary periods. We show that there have been
large increases in two-year, four-year public, and four-year private
enrollment since the start of the Great Recession, although these
increases are only slightly larger than we would have expected based on
the historical relationships between unemployment and enrollment.
However, the increase in enrollment is significantly larger than we
would have expected if the unemployment rate had remained at 2007
levels. We find suggestive evidence that enrollment increases were
similar among men and women but that enrollment rates for older adults,
African American/black individuals, and Hispanic individuals increased
more quickly during the Great Recession relative to their pre-recession
trends than enrollment rates for younger individuals, whites, and people
of other races and ethnicities. Overall, we estimate that roughly 2.1
million more people enrolled in postsecondary education between 2007 and
2010 than we would have expected based on the change in the enrollment
rate between 2004 and 2007. We find that this increase is a result of
increases in the enrollment rates within labor force status groups
rather than shifts in the population across groups. Using a simple
cost-benefit analysis, we estimate that these individuals may experience
an average net lifetime benefit of $1,500 each, or roughly an additional
$3.3 billion overall.
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NOTES
(1) Authors' calculations using data from Hayer Analytics.
(2) Davis and von Wachter (2011) look at the earnings losses of
workers with three or more years of tenure who lost their job during a
mass layoff event (30 percent or more of a firm's employees
displaced).
(3) Based on Aud et al. (2012), indicator 49-2011.
(4) While changes in state appropriations for public education may
lead to increases in direct costs during some recessionary periods, the
College Board estimates that average net tuition and fees fell between
2006-07 and 2011-12 due in part to large increases in Pell grants and
the American Opportunity Tax Credit, which was enacted as part of the
American Recovery and Reinvestment Act (Baum and Ma, 2011).
(5) Current dollars, based on authors' calculations using the
March Supplement to the US. Bureau of Labor Statistics' Current
Population Survey.
(6) Both the population and labor market data were accessed via
Haver Analytics.
(7) We combine private and public two-year postsecondary
institutions into a single category because so few students are enrolled
in two-year private, degree-granting institutions. In fall 2009, nearly
95 percent of all students enrolled in two-year colleges were enrolled
at a public institution. See Snyder and Dillow (2012), table 196.
(8) The number of for-profit four-year institutions roughly doubled
between fall 2000 and fall 2009, while the number of not-for-profit,
four-year institutions declined slightly (Snyder and Dillow, 2012, table
5). Enrollment at not-for-profit four-year private institutions grew at
an average annual rate of 2.3 percent between 2000 and 2010, compared
with enrollment growth of 19.9 percent per year on average at for-profit
four-year private institutions (authors" calculations, based on
Snyder and Dillow, 2012, table 205.) Enrollment at the University of
Phoenix's online campus alone grew from nearly 15,000 students in
2000 to 308,000 in 2010 (Snyder and Dillow, 2012, table 250).
(9) This will overstate the true enrollment rate of persons 16
years and older to the extent that some students are enrolled in more
than one institution and/or some students may be younger than 16.
(10) The CPS October Supplement is a nationally representative
survey that asks respondents detailed questions about their school
enrollment.
(11) While the opening of the gap in 1994 could be related to the
major redesign of the CPS, we are not aware of an explanation for why
the enrollment rates would become more similar again in the early 2000s.
(12) We do not include data prior to 1975 because we do not want to
model the changes in federal financial aid that were likely an important
factor in the increase in enrollment in the 1960s and early 1970s.
Including this period, however, does not have a meaningful effect on our
estimates.
(13) The key results are robust to excluding the time trend, using
a quadratic time trend, or controlling for the share of the population
aged 16 to 24. We have also tried including both the contemporaneous and
lagged changes in the unemployment rate measures. In this case, our
total estimated effects are somewhat smaller but not statistically
different from the estimates shown.
(14) Since approximately two-thirds of the adult population is in
the labor force, a 1 percentage point increase in the unemployment rate
equals a 0.66 percentage point increase in the adult population becoming
unemployed. Therefore, our estimate suggests that the number of people
enrolling in postsecondary institutions is about 16 percent of the
additional increase in the number of people who are unemployed (0.16 =
0.108/0.667).
(15) In principle, the sum of the subgroup enrollment shares
constructed in this way will equal the total enrollment rate; however,
total enrollment rates implied by our demographic subgroup data differ
somewhat from those based on published total enrollment numbers. Also,
for the age group data, we compare the change from 2005 to 2007 to the
change from 2007 to 2009 because of data limitations. Specifically, the
2010 enrollment data by age group reflect only 75 percent of the total
enrollment reported in the IPEDS published tables; and in 2004, roughly
16 percent of the students are reported as age unknown, compared with
less than 1 percent of students reported as age unknown in 2005, 2007,
and 2009.
(16) The "other" race/ethnicity category includes
students for whom race/ethnicity is unknown (6-8 percent of students
depending on the year), nonresident aliens (roughly 3.4 percent of
students), Asians, Native Hawaiians or other Pacific Islanders, American
Indians, or Alaskan Natives. Between 2007 and 2010, race/ethnicity
reporting to IPEDS changed from seven categories--Non-Resident Alien;
Race and Ethnicity unknown; Black, non-Hispanic; American Indian/
Alaskan Native; Asian/Pacific Islander; Hispanic; and White,
non-Hispanic--to nine categories. In the new reporting system, race and
ethnicity are reported using a "two-question format" in which
the first question asks whether the respondent is Hispanic/Latino, and
the second question asks non-Hispanic respondents to report one or more
race categories from the following: American Indian or Alaska Native,
Asian, Black or African American, Native Hawaiian or Other Pacific
Islander, and White.
(17) Based on the CPS October Supplement, the age distribution
within each of these categories remained relatively flat in each of the
three years, except the average age of the 35-and-over group increased
by about one-third per year between each period. Given that we expect
enrollment rates to decline with age, this only strengthens the result
that the growth in their enrollment rate increased between 2007 and
2010.
(18) As noted earlier, average tuition and fees at two-year
institutions was $2,600 in 2008-09. Average tuition and fees at
four-year public institutions was $6,312 in 2008-09. (Aud et al., 2012,
table 49-1.)
(19) Based on October CPS data shown in table 4, the enrollment
rate was highest in 2010 among those unemployed fewer than 27 weeks.
(20) The average age among respondents 16 years and over in the
2010 October CPS is 45.
(21) For comparison, the IPEDS data measure a 1 percentage point
increase in the enrollment rate over the same period.
Lisa Barrow is a senior economist in the Economic Research
Department at the Federal Reserve Bank of Chicago and Jonathan Davis is
a PhD student at the Harris School of Public Policy at the University of
Chicago.
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ISSN 0164.0682
TABLE 1
Labor market conditions and postsecondary enrollment
[DELTA]Total [DELTA]Two-year
AUnemployment 0.108 *** 0.070 ***
[0.032] [0.017]
R-squared 0.494 0.525
[DELTA]long-term 0.212 ** 0.132 **
unemployment [0.090] [0.053]
R-squared 0.259 0.271
Observations 33 33
Enrollment rate mean 7.100 2.678
Standard deviation
of enrollment rate 0.280 0.147
Mean of outcome 0.033 0.018
Standard deviation
of outcome 0.145 0.094
[DELTA]Four-year [DELTA]Four-year
public private
AUnemployment 0.030 ** 0.008 *
[0.012] [0.004]
R-squared 0.385 0.507
[DELTA]l-ong-term 0.058 * 0.021 *
unemployment [0.031] [0.011]
R-squared 0.229 0.494
Observations 33 33
Enrollment rate mean 2.931 1.490
Standard deviation
of enrollment rate 0.095 0.142
Mean of outcome -0.001 0.016
Standard deviation
of outcome 0.049 0.025
Notes: Estimates are based on aggregate enrollment rates between 1975
and 2007. The outcome is the change in the percentage of the
population enrolled in the type of postsecondary institution in the
column title. Regressions also included a linear trend. Newey-West
standard errors with one lag in brackets. Stars indicate probability
values:
*** indicates p < 0.01, ** indicates p < 0.05, and * indicates p < 0.1.
Sources: Authors' calculations based on data from the National Center
for Education Statistics' Integrated Postsecondary Education Survey and
Haver Analytics.
TABLE 2
Costs and benefits
Increase in the
change in the
enrollment rate Share
Scenario Population (percentage points) of year
2007 to 2010
vs. 2004 to 2007 243,826,000 0.85 0.60
Additional earnings $3,271,338,206
Per additional $1,570
enrolled person
Per person $13
Lifetime Net Population
Scenario Cost benefit benefit benefit
2007 to 2010
vs. 2004 to 2007 $18,000 $19,570 $1,570 $3,271,338,206
Additional earnings
Per additional
enrolled person
Per person
Notes: We assume the population remains constant at its 2010 level.
The cost measure assumes $30,000 for one year's worth of credits
($3,000 in tuition and fees and $27,000 in forgone earnings) and that
the average enrollee completes 60 percent of one year of schooling.
The benefit estimate assumes an 8.5 percent increase in eamings for
one year of courses, a 3.5 percent real interest rate, and 20 years of
remaining work life. Sources: Authors' calculations based on data from
the National Center for Education Statistics' Integrated Postsecondary
Education Survey, the U.S. Bureau of Labor Statistics' Current
Population Survey, and Haver Analytics.
TABLE 3
Labor market conditions and postsecondary enrollment
[DELTA]
Four-year
[DELTA]Total [DELTA]Two-year public
[DELTA]Unemploymen 0.033 0.053 ** -0.024
[0.037] [0.020] [0.023]
R-squared 0.021 0.159 0.072
[DELTA]Long-term 0.053 0.081 -0.039
unemployment [0.091] [0.057] [0.050]
R-squared 0.009 0.059 0.057
Observations 27 29 27
Mean of level 7.268 2.134 3.720
Standard deviation of 0.351 0.106 0.265
Mean of outcome 0.034 0.011 0.034
Standard deviation of 0.180 0.106 0.112
[DELTA]
Four-year
private
[DELTA]Unemploymen 0.010
[0.020]
R-squared 0.035
[DELTA]Long-term 0.026
unemployment [0.048]
R-squared 0.036
Observations 27
Mean of level 1.410
Standard deviation of 0.060
Mean of outcome -0.005
Standard deviation of 0.071
Notes: Estimates are based on aggregate enrollment rates between 1975
and 2007. The outcome is the change in the percentage of the
population enrolled in the type of postsecondary institution in the
column title. Regressions also included a linear trend.
Heteroskedasticity-consistent standard errors in brackets. We could
not use Newey-West standard errors because of a discontinuity in the
data. Stars indicate probability values: *** indicates p < 0.01,
** indicates p < 0.05, and * indicates p < 0.1.
Source: Authors' calculations based on data from the October
Supplement to the U.S. Bureau of Labor Statistics' Current Population
Survey.
TABLE 4
Decomposition of change in total postsecondary enrollment
2007
Duration category Population share Enroll rate
(1) (2)
Not in labor force 33.73 8.40
Employed 63.3 7.18
Unemployed less than
or equal to 26 weeks 2.42 7.89
Unemployed more than
26 weeks 0.56 4.69
Total 100 7.60
2010
Duration category Population share Enroll rate
(3) (4)
Not in labor force 35.36 9.56
Employed 58.78 7.41
Unemployed less than
or equal to 26 weeks 3.33 11.71
Unemployed more than
26 weeks 2.53 7.58
Total 100 8.32
Decompositions
Due to
increased durations Due to increased
Duration category and unemployment enrollment
(5) (6)
Not in labor force 0.14 0.41
Employed -0.32 0.14
Unemployed less than
or equal to 26 weeks 0.07 0.13
Unemployed more than
26 weeks 0.09 0.07
Total -0.02 0.75
Decompositions
Contribution
Duration category to total change
(7)
Not in labor force 0.55
Employed -0.19
Unemployed less than
or equal to 26 weeks 0.20
Unemployed more than
26 weeks 0.17
Total 0.73
Source: Authors' calculations using data from the October Supplement
of the U.S. Bureau of Labor Statistics' Current Population Survey.