The Making of a Teacher
A Report on Teacher Preparation in the U.S.
by C. Emily Feistritzer
Copyright © 2003 by the Center for Education Information.
All rights reserved.
METHODOLOGY
The Center for Education Information (CEI) conducted a mail survey of
all Institutions of Higher Education (IHE) which had a Teacher Preparation
Program. In order to identify the universe, CEI acquired lists from several
sources. A list of institutions was obtained from the 1998-99 Market
Data Retrieval (MDR) directory of Institutions of Higher Education purported
to have a school, college or department of education. MDR generates its
list by calling every postsecondary institution in the nation and asking
if it has a school, college or department of education. MDR\rquote s
list had 1,452 such institutions.
A list was also acquired from the Higher Education Directory compiled
by Higher Education Publications, Inc. This list had 1,274 institutions
purported to have teacher training programs.
A list of IHEs that grant education degrees was obtained from the National
Center for Education Statistics. This list had 1,281 IHEs on it.
The 1998-99 National Association of State Directors of Teacher Education
and Certification (NASDTEC) Manual of the Preparation and Certification
of Educational Personnel listed 1,363 approved teacher education institutions.
NCEI, in its annual update of the publication, ALTERNATIVE TEACHER CERTIFICATION:
A State-by-State Analysis, asks the states to list all of the IHEs in
their state that have a program for the preparation of teachers. The
1998-99 edition of that publication listed 1,348 such institutions.
A comparison of all five of these lists revealed numerous discrepancies,
for example,
ALTERNATIVE TEACHER CERTIFICATION: A State-by-State Analysis (ATC) had
135 schools that weren't in the MDR list.
The MDR list had 263 schools that were not in the ATC book
The Department of Education had 79 schools which were not in the MDR
list or the ATC book.
The Secondary Education schools provided addresses for 86 schools from
the ATC and 68 schools from the Department of Education.
The HED had 109 schools that were not in the ATC book.
The ATC had 187 schools that were not on the HED list.
The ATC had 53 schools that were not on the NASDEC list.
The NASDEC list had 45 schools that were not in the ATC book.
The Center for Education Information decided to mail the questionnaires
to a list of institutions that represented all of the IHEs that showed
up on any of the five lists.
A 36-item questionnaire designed to collect baseline information on
the programs for the initial preparation of teachers was mailed April
12-13, 1999 to deans or directors of teacher education at 1,450 postsecondary
institutions in the United States that had been identified as having
a school, college or department of education.
When several questionnaires were returned indicating that their institution
did not have a program for the preparation of teachers, CEI began generating
its own list of all the Institutions of Higher Education that have Teacher
Preparation Programs by contacting each states office of teacher education
and certification and asking for a list of all the Institutions of Higher
Education in each state that had a program for the initial preparation
of teachers. NCEI also asked for names of the deans and/or directors
of teacher education, and their addresses and phone numbers at each of
these institutions. This effort generated the final and complete list
of 1,354 Institutions of Higher Education that have programs for the
initial preparation of teachers. IHEs that had been identified as having
a school, college or department of education but were not on the list
of IHEs submitted by the states as having a program for the initial preparation
of teachers were considered out-of-scope and were not included in the
second mailing, May 28-29, 1999.
By September 1, 674 Institutions of Higher Education had responded,
for an overall response rate of 50 percent. Four IHEs sent the questionnaire
back blank. Five IHEs answered the first three questions, then stopped
filling out the questionnaire. Completed questionnaires were returned
by 665 IHEs.
The response rate for IHEs by institutional enrollment size is calculated
as follows:
|
Enrollment Size |
Total |
Number of Respondents |
Response Rate |
|
10K+ |
243 |
142 |
58% |
|
5-10K |
227 |
102 |
45% |
|
1-5K |
662 |
319 |
48% |
|
<1K |
222 |
102 |
46% |
|
Total |
1,354 |
665 |
49% |
The highest response rate was in the largest enrollment category. This
suggests that the coverage of those enrolled, admitted and graduated
from Teacher Preparation Programs is greater than the institutional response
rate.
In some of the tables and in the text, estimates were made to the universe
of all institutions offering Teacher Preparation Programs. The methodology
for doing this was to inflate the totals in the enrollment size categories
by the inverse of the response rate for that category. For example, if
the response rate in the more than ten thousand enrollment size category
was 80% and the total response for an item was 100, then the estimated
total for this category is 125 (100/.80). The overall total was then
found by summing over the enrollment size categories.
The estimates derived by this methodology appear to be reasonable. The
number of teacher education graduates for 1998 estimated is close to
NCES estimates, which were derived independently.
In comparing two sample percentages, the difference in sample proportions
necessary to be considered statistically significant is dependent on
the subgroup sample sizes and the actual value of the two sample proportions.
For purposes of this survey, the table below shows the minimum differences
between two sample percentages required for significance at the 90 percent
confidence level according to subgroup size. To illustrate the interpretation
of these numbers, consider two subgroups of 300 and 500, respectively.
The table indicates that the smallest percentage difference between the
two sample subgroups for that difference to be significant, with 90 percent
confidence, is 6.0 percent. In other words, if 52 percent of IHEs in
a 300-member subgroup answered "yes" to a question while only 48 percent
of those in a 500-member subgroup gave that answer, the difference of
4 percent is not statistically significant, i.e., the difference could
be attributed to chance and not to an actual difference in the two populations.
|
Minimum Differences Required for Significance
(90 Percent Confidence Level) Between Sample Subgroups |
| |
Size of other subgroup |
|
Size of one subgroup |
100 |
200 |
300 |
400 |
500 |
600 |
700 |
|
100 |
11.6 |
10.1 |
9.5 |
9.2 |
9.0 |
8.9 |
8.8 |
|
200 |
10.1 |
8.2 |
7.5 |
7.1 |
6.9 |
6.7 |
6.6 |
|
300 |
9.5 |
7.5 |
6.7 |
6.3 |
6.0 |
5.8 |
5.7 |
|
400 |
9.2 |
7.1 |
6.3 |
5.8 |
5.5 |
5.3 |
5.2 |
|
500 |
9.0 |
6.9 |
6.0 |
5.5 |
5.2 |
5.0 |
4.8 |
|
600 |
8.9 |
6.7 |
5.8 |
5.3 |
5.0 |
4.7 |
4.6 |
|
700 |
8.8 |
6.6 |
5.7 |
5.2 |
4.8 |
4.6 |
4.4 |
|
NOTE: For a further discussion of the standard error of the difference
between two proportions see D.E. Hinkle, W. Wiersma, and S.G. Jurs, Applied
Statistics for the Behavioral Sciences (Houghton Mifflin
Company: Boston, 1988), 267-270. |