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Ne
A MULTIPLE REGRESSION ANALYSIS OF THE RELATIONSHIPS
BETWEEN APPLICATION BLANK DATA
AND JOB TENURE
THESIS
Presented to the Graduate Council of the
North Texas State University in Partial
Fulfillment of the Requirements
For the Degree of
MASTER OF ARTS
By
Nancy W. Newton, B. A.
Denton, Texas
August, 1976
Newton, Nancy W., A Multiple Regression Analysis of
the Relationships Between Application Blank Data and Job
Tenure. Master of Arts (Industrial Psychology), August,
1976, 29 pp., 5 tables, bibliography, 18 titles.
One technique being used to reduce employee turnover
is the Weighted Application Blank. Data obtained from
application blanks are analyzed and weights are assigned
to each item. Utilizing these weights, predicted scores
are derived and compared to each person's actual tenure to
determine the effectiveness of the model.
The present study analyzed application blank data
from the files of 93 currently employed and 69 terminated
female clerical workers. Twelve items were analyzed by
means of a stepwise multiple linear regression procedure,
with months of tenure being the dependent variable. The
five most significant items yielded a multiple correlation
of .54. The total sample also was divided randomly into
two groups, and cross-group analyses resulted in simple
correlations of .56 and .29.
LIST OF TABLES
Table Page
1. Variable Categories and Assigned Scores . . . 13
2. Standard Deviations and Means Used for
Weighting Procedures . . . . . . . . * . 14
3. Five Variable Regression Analysis for Job
Longevity, All Subjects . . . . . . . . . 16
4. Five Variable Regression Analysis for Job
Longevity, Sub-Samples . . . . . . . . . 18
5. Comparison of Standard Weights from Two
Sub-Samples . . . . . . . . . . . . . . . 20
iii
A MULTIPLE REGRESSION ANALYSIS OF THE RELATIONSHIPS
BETWEEN APPLICATION BLANK DATA
AND JOB TENURE
One of the most persistent and costly problems in busi-
ness today is employee turnover. It is estimated to cost
American industries billions of dollars each year in de-
creased productivity, efficiency, and profits. It is ap-
parent that every position necessitates initial expenditures
in recruiting and training, even when experienced applicants
are available and only a minimum amount of training is re-
quired. Thus, even the most able worker represents a finan-
cial loss to the company if he or she leaves the organiza-
tion soon after employment and before the initial invest-
ments can be recovered.
A method being used currently to remedy the problem
of turnover is the Weighted Application Blank (WAB). One
of the earliest reported uses of this technique was in 1919
for the selection of insurance salesmen at Phoenix Mutual
Life Insurance Company (Guion, 196$). Since that time the
WAB has been used to predict various criteria, but is most
often utilized to predict tenure.
After determining a definition of a short-term and
long-term employee, the application blanks of such employ-
ees are examined. Following England's (1961) procedure,
each item is categorized, and differences between the
1
2
percentage of responses for long-term and short-term work-
ers are obtained. For convenience, these differences are
converted to integer weights. By summing the weighted
scores for all items, a predicted score is obtained for
each individual. This predicted score is compared to the
person's actual tenure to ascertain the hit rate of the
technique. If the results indicate a differentiation be-
tween the long-tenure and short-tenure workers, a cut-off
score may be determined for the selection of future appli-
cants. As an alternate method, the weighted value of each
item may be obtained by the stepwise multiple linear
regression technique.
The use of the WAB as a selection device may be attri-
buted to a need to express selection methods in more
objective and quantitative terms. There is also an in-
creasing recognition that the application blank may contain
valuable information about one's past history which may be
predictive of one's future behavior. It seems reasonable
to assume that such data as previous employment history and
earnings, education, specific skills, etc. may reflect an
individual's motives, abilities, skills, level of aspira-
tion, and adjustment to particular working situations.
England (1961) presents a detailed account of the
methodology of the development of a WAB, as well as an
extensive list of refrences concerning its application. He
states that 16 out of 18 WAB studies showed the method to
3
be a significant predictor of the criterion with such
diverse groups as sales clerks, engineers, factory workers,
district managers, female clerical employees, draftsmen,
and technicians. These studies involved the three
different criteria of tenure, salary increase, and success
ratings, but tenure was the most-utilized criterion. Addi-
tional occupations in which the WAB procedure has proved to
be a valid predictor of job success are those of physician,
Army officer, scientist, salesman, middle manager, and
production employee (McKillip & Clark, 1974).
In a review of the literature by Schuh (1967) of 21
studies using biographical data as predictors of turnover,
only two failed to find at least one item to be related to
the criterion. These studies covered a wide range of occu-
pations, such as bus drivers, male route salesmen, male
semiskilled workers, factory workers, and farm workers.
The findings indicated again that items in an applicant's
personal history can be found to relate to tenure in
several occupational fields.
It should be emphasized, however, that items which
are found to be predictive of success on one job may not
be successful predictors for a similar job in a similar
company, even within the same city. In a study conducted
by Mosel and Wade (1951), women sales clerks in a large
department store were the subjects. At that time, the
National Dry Goods Association stated that an acceptable
4
turnover rate for such employees should be between 8 and
10%, although this particular store had an annual rate of
79%. The study revealed 12 items which were significantly
related to job tenure, and a cross-validation study showed
a significant relationship between tenure and WAB score.
However, when the same scoring weights were used with other
personnel in the same locale, the results showed only three
out of a possible eight items proved to be significant
predictors.
Although it is believed that some items do have a high
degree of general applicability, the specific situation
must be evaluated before using any biographical items to
predict a criterion. One study by Cassens (McKillip &
Clark, 1974) utilized factor analytic studies of petro-
chemical executives in three samples: Latin American
executives, American overseas executives, and American
executives in the United States. The conclusions were
that the same factors were predictive of performance for
all the groups, but that specific items within each factor
were different among the groups. It appeared that cultur-
ally based items could be measures of the same construct
for different cultural groups. Thus, the conclusions
imply that a specific construct could underlie executive
performance, but that the particular items by which the
construct is measured may vary from one cultural group to
another.
5
In a study conducted by Kriedt and Gadel (1953), a
battery of tests and questionnaires were used to predict
turnover among female high school graduate clerical workers
in a large insurance company. Included in the battery were
an intelligence test, a clerical aptitude test, an interest
questionnaire, a biographical data blank, and a job prefer-
ence questionnaire. The results showed that the biographi-
cal data were the best predictors of tenure, yielding point
biserial correlations of .37 (for three-month tenure) and
.29 (for 12-month tenure). The other measures only contri-
buted slightly to the effectiveness of the prediction as
estimated by multiple correlation.
Minor (1958) also utilized a battery of tests and a
WAB to predict turnover among female clerical workers in a
large midwestern insurance company. Of the 32 variables
employed, 24 were from application blanks, and the remain-
ing eight were from the test battery. The results showed
ten of the application blank items were critical in pre-
dicting tenure and could be used effectively in conjunction
with a properly weighted test score.
Until 1955, research on the application blank had in-
volved primarily the selection of salesmen and clerical
employees. To determine the generality of the method,
Dunnette and Maetzold (1955) applied the technique to the
selection of seasonal cannery production workers who
performed a wide variety of jobs. The resulting difference
6
between the scores of workers classified as good-turnover
risks and those classified as poor-turnover risks was
statistically significant in a cross-validation study.
This suggests that the WAB is applicable to employees
involved in different types of blue-collar occupations.
The authors concluded that the WAB could be a feasible
selection tool for a wide variety of industrial jobs.
Findings in support of Dunnette and Maetzold, were
obtained by Scott and Johnson (1967), who studied perma-
nently employed unskilled cannery workers. Using the same
data to predict tenure, the researchers compared the effec-
tiveness of the traditional WAB weighting procedure to the
multiple regression technique. Factor analysis was also
used to determine which biographical items were associated
with tenure. The results showed the WAB to be an effec-
tive predictor of tenure in selecting unskilled workers,
as a Pearson correlation of .45 (p-<.01) was obtained with
the holdout group. In addition, the traditional weighting
procedure was as efficient as the multiple regression
equation in assigning weights to the variables. The
authors suggested that this surprising result may have
been due to the small sample size (N = 100) and a possible
nonlinearity of the relationship between some of the vari-
ables and the criterion. They indicated that future stud-
ies should use larger samples and curvilinear multiple
regression techniques. However, they felt the traditional
7
method was the recommended weighting procedure due to its
simplicity and ease in development and utilization.
The applicability of the technique to different job
skills was again demonstrated in a study by Kirchner and
Dunnette (1957). The subjects were female office employees
who held and performed a wide variety of jobs which includ-
ed clerical, stenographic, secretarial, and personal
contact duties. From an initial list of 40 variables, 15
were found to differentiate sharply between long-tenure and
short-tenure applicants in a cross-validation study which
was conducted one year after the original study. The
authors also concluded that the technique could be extended
to cover a broad range of occupational groups rather than
being restricted to one particular type of job.
In 1962, Wernimont published the results of a re-
evaluation of the WAB developed by Kirchner and Dunnette.
The subjects were female office personnel who held essen-
tially the same type of job and were from the same large
midwestern manufacturing company as those in the 1957
study. The results showed that the new total WAB scores
did differentiate effectively between long-tenure and
short-tenure groups, as a significant Pearson correlation
of .39 was obtained. One important revelation of this
study was that some items which earlier were effective
discriminators were not effective in the follow-up study;
however, some of the same variables proved to be effective
8
predictors in both studies. In addition, some items had
to be assigned different weights in the follow-up study.
Thus, it is apparent that the scoring weights based on the
application-blank responses should be re-evaluated periodi-
cally in order to maintain validity.
The effect of automation on predicting tenure was
studied by Shott, Albright, and Glennon (1963). In this
study, subjects were male and female clerical workers in a
highly automated petroleum products credit card issuing and
billing office. Data were obtained from application
blanks, Wonderlic Personnel Test scores, Card Punch Apti-
tude Test scores, and reference inquiries. The results
showed seven of the application-blank items were signifi-
cant predictors for the women, and six were for the men.
These results extended the WAB use for both men and women
performing a variety of office jobs in an automated envi-
ronment.
Studies by Black and MacKinney (1963), and Fleishman
and Berniger (1960) sought to reduce turnover by using the
WAB technique with women who performed clerical duties on
university campuses. In the former study, the results
showed nine application-blank items which were statisti-
cally significant as predictors of turnover (whether or not
the person was still employed on a particular date). In
addition, correlations between the application-blank scores
and the tenure criterion (the number of months employed at
9
time of termination) yielded ten significant correlations
in the cross-validation study. Fleishman and Berniger
were also able to predict tenure through the use of such
biographical items as local address, age, previous salary,
and age of children.
A study presented by Buel (1964) was unique in that
it reported both concurrent and predictive validity using
the same WAB in two different environments for two differ-
ent samples. The subjects were female clerical workers in
a major petroleum company, and the initial cross-validation
study using the WAB to predict tenure yielded results sig-
nificant at the .01 level. Shortly after this WAB was
developed, the organization announced it was relocating
in a suburban area 25 miles from the city. Turnover was
expected to increase sharply due to the move, so use of
the WAB was discontinued. Almost four years after the
original validation was completed, another study was con-
ducted using the files of employees hired at least one
year previously. The authors doubted whether the original
WAB would maintain its validity with this group due to
the change in job applicants from an urban to a suburban
environment. However, the results showed that only
three items of the original 16 were no longer useful, and
the biserial correlation obtained between WAB scores and
the tenure dichotomy was significant (r = .33, .p <.02).
10
Thus, the WAB appeared to retain validity over time, in
spite of intervening variables which could be expected
to reduce or destroy its usefulness.
Robinson (1972) demonstrated the use of the WAB as a
predictor of tenure among clerical workers in a chain of
western banks. The results showed that through the use
of the WAB, correct identification could be made of 80%
of the short-term employees at the expense of rejecting
30% of the long-term employees. The authors also ascer-
tained that the items differentiating long-term employees
from short-term employees were similar to those found by
Fleishman and Berniger (1960) and Kirchner and Dunnette
(1957), but were also different enough to emphasize the
importance of validating the WAB in each specific area
in which it is used.
One of the most recent WAB studies (Lee & Booth, 1974)
should be of interest to many companies, as the method
again demonstrated its ability to predict turnover for
clerical employees. Additionally, a utility analysis
indicated substantial savings could be realized if the
technique were used. The Pearson correlation obtained in
the cross-validation sample was significant at the .001
level. The authors then estimated the cost of hiring 200
long-term employees with the aid of the WAB and without its
use. The savings resulting from the use of the WAB were
estimated to be $250,000 in a 25-month period. The results
11
imply that even with low-level jobs requiring a minimum of
hiring and training costs, substantial monetary savings
may be realized with the implementation of a valid WAB
selection technique.
Thus, the literature indicates that the WAB tech-
nique is an effective method for differentiating between
long-tenure and short-tenure employees. It has been shown
to be useful in a wide range of occupational groups. In
addition, the WAB is a relatively inexpensive technique
to develop, and its use could be expected to reduce sub-
stantially organizational training costs due to turnover.
The purpose of this research is to develop a WAB by
investigating the relationships between personal history
data and job tenure with female clerical employees of a
municipal government organization.
Method
Subjects
The subjects were 162 female clerical workers em-
ployed by the municipal government in a large southwestern
city. Both current and terminated employees were included
in the sample. The current employees included women who
were hired from November 1953 to January 1975 with a min-imum of 16 months of tenure. The terminated employees were
hired from January 1972 to February 1976, none having
12
remained on the job longer than 20 months. The total group
consisted of 93 current and 69 terminated employees.
Procedure
The following application blank data were obtained
from the files of the current and terminated employees (by
assigned identification number): (1) Months of tenure on
present job, (2) Age at application, (3) Number of previous
jobs, (4) Average tenure on previous jobs, (5) Number of
months on last job, (6) Type of work done on last job, (7)
Reason for leaving last job, (8) Salary on last job, (9)
Salary increase over all previous jobs, (10) Age at first
job, (11) College credits, and (12) Business school
courses. Variables 6, 7, 11, and 12 were categorized as
presented in Table 1.
The data, for all subjects, were analyzed by the in-
cremental stepwise multiple linear regression procedure,
with Months of tenure on present job representing the de-
pendent variable. A second analysis, designed to test the
generality of the data, was performed. The total group
was divided randomly into two groups of 81 each to compare
the order and contribution of each predictor variable, and
to determine whether the multiple regression weights ob-
tained in one group could be effective in accounting for
tenure in the opposite group.
The means and standard deviations shown in Table 2 for
the variables in both groups were used to convert each
13
Table I
Variable Categories and Assigned Scores
Variable Assigned Score
Type work last job
General office 1
Switchboard 2
Cashier 3
Secretary 4
Other 5
Reason for leaving
Job terminated 1
Person moved 2
Better job 3
Returned to school 4
Pregnancy 5
Other 6
College
30 hrs. max. 1
31-60 hrs. 2
61-90 hrs. 3
91 hrs. plus 4
Business school
Key punch training 1
Bookkeeping, business secretary 2
Both of the above 3
Other 4
14
person's score for each variable to a z-score, rounded to
the nearest standard deviation. The following weighting
procedure was used: minus one standard deviation = 1,
mean = 2, plus one standard deviation = 3, etc. This ap-
proximated the development of a table-based scoring method.
Table 2
Standard Deviations and Means Used
for Weighting Procedures
Group A
(N = 81)
Variable Mean S.D.
(2) Age at application 30 11
(3) Number of previous jobs 3 1
(6) Type of work last job 3 2
(7) Reason left last job 2 2
(8) Salary last job 74 35
Group B
(N = 81)
Variable Mean S.D.
(2) Age at application 29 12
(4) Average job tenure 17 16
(7) Reason left last job 2 2
(8) Salary last job 60 40
(10) Age at first job 19 11
15
Each person's z-score for each variable then was
multiplied by the appropriate standard regression coef-
ficient (beta weight), and the variables were totaled to
obtain each worker's predicted longevity score. In addi-
tion, a mean predicted longevity score was calculated for
both groups. The statistics and weights for both groups
were used to obtain a predicted longevity score for the
other group. Each individual's cross-group value was
compared to the opposite group's mean predicted longevity
score and also to the individual's own group actual mean
longevity. This was done to determine if the cross-group
analysis was correct in its predictions and to obtain a
hit rate. The hit rate was the sum of the true positives
and true negatives divided by the total number of individ-
uals in the sub-sample. A true positive represented one
who scored above the mean on the predictor and the criter-
ion. A true negative was one whose scores fell below both
means.
Correlational analysis was conducted to determine the
degree of association between regression scores extrapo-
lated to another sample from the same population.
Results
The results from the stepwise multiple linear regres-
sion of the application blank scores onto the longevity
variable for all subjects are presented in Table 3. As
can be seen from these results, five of the independent
16
Table 3
Five Variable Regression Analysis for Job Longevity
All Subjects
(N = 162)
Analysis of Variance
Source df S MS F
Regression 5 118,792 23,758 12.54 .00001
Residual 156 295,586 1,895
Total 161 414,378
Standard Beta Weights
Variable Coefficient F
(2) Age at application
(8) Salary last job
(6) Type work last job
(7) Reason left
(11) College
(Tenure)
0.2925
0.1618
-0.2681
-0.2518
-0.2232
(2)
1.00
0.12
-0.00
0.18
-0.10
.31
.30
.20
.20
-.16
Simple Correlations
(6) (7)
)00 0.1283 -0.0061
83 1.0000 0.0634
61 0.0634 1.0000
X92 0.2309 0.2415
30 -0.0200 0.0620
19.3
17.2
8.3
7.0
5.6
(8)
0.1892
0.2309
0.2415
1.0000
0.0454
.00001
.0001
.005
.006
.02
(11)
-0.1030
-0.0200
0.0620
0.0454
1.0000
Var.
(2)
(6)
(7)
(8)
(11)
mm"m...... ,w.....W.
i a - - - - - M -__ - - I ---- i - 14 - - -- -
r
17
variables produced a multiple correlation (R) of .54,
indicating a coefficient of determination of 29%. Two
more variables could have been added at 5% significance
levels, but these resulted in an increase of only 3% of
variance accounted for, and were omitted due to their
small contribution (see Appendix A for the full "best" 11
variable models). These variables were respectively,
Attendance at business school (standard beta = -.13) and
Age at first job (standard beta =.18). The total sample
was divided randomly into two groups and analyzed to com-
pare the order and contribution of the variables. The
results are in Table 4.
In Group A, R was .52, and a hit rate of 69% was
demonstrated. When the statistics and weights from Group
A were used to compute predicted longevity scores in Group
B, a correlation of .56 was obtained between tenure and
predicted score. A hit rate of 68% was shown.
The five most significant variables associated with
tenure in Group B resulted in a multiple correlation of
.62, and a hit rate of 69% was again demonstrated. In the
cross-group analysis, when Group B's statistics and weights
were applied to Group A, a correlation of .29 was obtained,
and the hit rate decreased to 63%.
The simple correlations of .29 and .56 showed the
degree of association between regression scores extrapo-
lated to another sample from the same population. As
Variable
(3) Number o
(2) Age at a
(7) Reason 1
(8) Salary 1
(6) Type wor
Variable
(10) Age at f
(8) Salary 1
(4) Average
(7) Reason 1
(2) Age at a
Table 4
Five Variable Regression Analysis
For Job Longevity, Sub-Samples
Standard Beta Weights
Group A
(N = 81)
Coefficient
f previous jobs -. 19 3
Application .26 6
eft -. 23 4
ast job -.25 5k last job .15 2
Group B
(N = 81)
Coefficient
'irst job .36 9
.ast job -. 45 16
job tenure .25 5
eft -.16 2
Application .16 I
18
F
*13
.57
.88
.47
.11
.0806
.0124
.0302
.0220
.1502
F
.46
.32
"73
.53
.99
3
.003
.0001
.0192
.1161
.1621
0
- . . MWAVM al
. ., ..... w.....r
19
might be expected, a certain amount of "validity shrinkage"
(Anastasi, 1976) was found when these correlations were
compared to the within-group Rs of .62 and .52.
The total sample had been divided randomly into two
groups in the attempt to demonstrate the possible problems
in eventual cross-validation procedures. Under the con-
straint that the same five variables from the overall
analysis were used, the two group Rs obtained were .51
(Group A) and .57 (Group B). While the order of these
five variables was somewhat different, their relative
contribution to the whole regression in each case was
similar. The standard weights are presented in Table 5.
Discussion
As opposed to England's (1961) use of polychotomous
predictor variables, the present use of the multiple re-
gression technique considered the relative contribution of
each variable (eight continuous and four categorized) to
the whole regression. This provided greater interpret-
ability concerning which variables were the best predictors
in the group and did not require a separation of terminated
and current employees for analysis. However, the multiple
regression technique considered the overlap among the pre-
dictor variables; therefore, it is more likely to capital-
ize on sample-specific group characteristics and to result
in greater validity shrinkage during cross-validation.
Table 5
Comparison of Standard Weights
From Two Sub-Samples
Group A
(N = 81)
Variable Coefficient
(2) Age at application .23
(8) Salary last job -.29
(6) Type work last job .13
(7) Reason left -.25
(i) College -.13
Vari~
(2)
(8)
(6)
(7)
(11)
able
Age at application
Salary last job
Type work last job
Reason left
College
Group B
(N =81)
Coefficient
.34
.32
.24
.16
.19
20
F
5.31
8.67
1.51
6.36
1.63
*024
.004
.223
*014
.210
F
10.28
8.61
5.12
2.44
4.29
.002
.004
.027
.122
.042
Now.. r. r..re..r ,r~w,,..
kwma*,. .......... .. r
. ,., ,
21
Another possible limitation of this technique is the
assumption of linearity between the predictor variables
and the criterion. The extent to which relationships
among predictors deviate from a straight line will lower
the accuracy of the predictions. Age is one variable in
this research which could be expected to demonstrate a
curvilinear relationship with the tenure criterion.
In the present study, it appears that a female cler-
ical applicant would be more likely to remain on the job
if she were older, had left her last job involuntarily,
received a low salary on her last job, had secretarial
experience, and had little or no college education.
When the total group was divided randomly into halves
for analysis, three of the original predictors remained
consistently significant. These were Age at application,
Reason for leaving last job, and Salary on last job. In
addition, Type of last job was a significant predictor for
Group A, as was Number of previous jobs. Thus for Group
A, a long-tenured applicant would be older, have had few
previous jobs, left her last job due to job termination or
moving, and had a low previous salary.
Group B's significant variables indicated the tenured
applicant would also be older, have made a low salary on
her last job, had a relatively high average tenure on pre-
vious jobs, and left her last job either because she moved
or the job ended. Thus, the most significant predictors
22
did change somewhat from the total group to the separate
group analyses. This lends support to previous studies
indicating application-blank predictors may be sample-
specific and not generalized readily from one group to
another, even in the same organization or locale.
This lack of generality can be attributed to various
external factors, one of which may be the current labor
market. Due to cyclical swings in economic conditions,
caution should be exercised in interpreting the results of
any method used to predict tenure. During economic reces-
sion, for example, some very effective workers may be
terminated who would normally have remained on the job for
many years. In addition, the selection ratio necessary to
fulfill organizational needs must be a consideration in
determining which applicants will be accepted or rejected.
Thus, when several people must be hired over a short period
of time in order to meet increased business demands, the
result may be to employ individuals regardless of their
expected tenure. The above considerations indicate the
need to re-examine any application-blank selection tech-
nique every one or two years. This revalidation would
help to reveal possible population-specific changes which
could affect its efficacy.
Another factor affecting the use of application blank
data to predict tenure is the frequently changing
- _
23
application blank form. Due to Equal Employment Opportu-
nity Commission regulations, the newer forms contain only
job-pertinent items, thus eliminating many possible predic-
tors such as marital status, age, socioeconomic level,
interests, and hobbies.
Despite the limitations in the WAB technique, this
study has provided additional support for its effective-
ness. Three out of five of the original application-blank
items remained significant in all analyses. In addition,
the hit rates indicated that selection decisions based on
these weighted items would probably be correct two out of
three times. Overall, the results offer strong support to
the previous research of the usefulness of the WAB as a
selection device.
Appendix A
Table 6
Eleven Variable Regression Analysis
for Job Longevity
All Subjects
_(N 162)
Standard Beta Weights
Variable Coefficient
(2) Age at application .27 .
(8) Salary last job -.31 12
(6) Type work last job .18
(7) Reason left .18
(11) College .1514
(12) Business school -.13
(10) Age first job .19 4
(3) Number previous jobs -.13 1
(k) Average tenure -.09
(5) Months last job .08
(9) Salary increase .04
24
F
.55.9
6.3
r.5
.6
i.6
.9
.69
.49
.20
.20 .65
.0018
.0005
.016
.013
.035
.059
.035
*16
.41
,48
.65
Variable
(3) Number p
(2) Age at a
(7 ) Reason
(8) Salary 1
(6) Type won
(4) Average
(9) Salary i
(11) College
(12) Business
(5) Months l1
Table 7
Ten Variable Regression Analysis
for Job Longevity, Sub-Sample
Group A
(N = 81)
Standard Beta Weights
Coefficient
previous jobs -.21
pplication .33
eft .23
as t job - . 30
k last job .19
tenure -. 25
n crease .1
-.12
school -.12
ast job .11
25
F
2.5
9.1
4.6
6.3
3.4
1.9
1.1
1.3
1.1
.38
.38 .54
.1149
.0037
"035
.014
.068
.167
.306
.267
.293
"54
Note . Variable 10 was not entered as it allowed no
improvement in the F.
owirmompm
.- "-Awwwwx.
26
Table 8
Variable
(10) Age firs
(8) Salary 1
(4) Average
(7) Reason l
(2) Age at a
(12) Business
(1i) College
(9) Salary i1
(6) Type wor
(5) Months l~
Ten Variable Regression Analysis
for Job Longevity, Sub-Sample
Group B
(N = 81)
Standard Beta Weights
Coefficient
t job .29
ast job -. 38
tenure .26
eft -.14
pplication .18
school-.15
-. 17
increase -.09
k last job .09
ast job -. 02
Note. Variable three was not entered
improvement in the F.
as it allowed
F
4.7
0.04
1.8
1.7
2.5
2.4
2.9
.67
.63
. o1
.01 .91
P
.0339
.0023
.185
.201
.121
129
.09
.42
.43
. 91
no
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