Teacher Perceptions, Learned Helplessness and Mathematics Achievement:

A Longitudinal Study

 

 Shirley M Yates

The Flinders University of South Australia

 

 

As part of a longitudinal study of mathematics achievement, 58 teachers

in 31 schools rated the classroom behaviour and mathematics achievement

of 258 primary and lower secondary South Australian students. The

Student Behavior Checklist, used by the teachers had been designed to

measure learned helplessness and mastery behaviours in the classroom,

but confirmatory factor analysis indicated a single scale of academic

behaviour. This Academic Behaviour scale was analysed with the Rasch

model and the results of the teachers' ratings compared with the

students' scores on the Progressive Achievement Test in Mathematics one

year later. In addition, students' task involvement, ego orientation,

explanatory style and depression were assessed via self-report

instruments. It was found that teachers' ratings of achievement in

mathematics were predictive of subsequent achievement in mathematics,

but their ratings of academic behaviour failed to predict significantly

the students' responses on the self-report scales. However, the

relationship between the Academic Behaviour scale and students'

self-reported depression was of a small but marginally significant

order of magnitude.

 

 Paper presented at the Australian Association for Research in Education

Conference, Brisbane, 3 December, 1997.

 

Introduction

 

To what extent can teachers identify students with the disposition to

exhibit learned helplessness? Helplessness is often defined by the use

of student self report indices such as the Intellectual Achievement

Responsibility Scale (IAR; Crandall, Katovsky & Crandall, 1965), by

various attributional-type line scales or by the Children's

Attributional Style Questionnaire (CASQ; Seligman, Peterson, Kaslow,

Tannenbaum, Alloy, & Abramson, 1984). Although the concept of learned

helplessness now has a long history in psychology, there appears to be

no recognized measure of this trait in terms of teachers' perceptions

and judgements. In the current project, the use of a teacher-rating

instrument that emerged from the work of Fincham, Hokoda and Sanders

(1989) was investigated.

 

As part of a longitudinal investigation into motivational variables

likely to influence primary and lower secondary students' mathematics

achievement, teachers rated the behavioural characteristics of students

in the classroom as well as their achievement in mathematics. These

measures of academic helplessness and achievement, as perceived by

teachers, were compared with student achievement data and motivational

indices one year later. The area of mathematics was chosen in part

because it is an area of the curriculum where students hold strong

attitudes and where success and failure are more obvious (McLeod,

1993).

 

Learned Helplessness

 

Helplessness is described by Peterson, Maier and Seligman (1992) in

 terms of three criteria: (1) loss of motivation, (2) changes in

cognition and emotion, and (3) a reduction in behavioural agency (such

as passivity). Among the changes in cognition is the perception of

non-contingency; that is, the belief that important outcomes are

uncontrollable. As helplessness in children has been predominantly

measured by pencil and paper self report, the available research has

largely used students in the fifth grade or higher. It has been widely

assumed that the Children's Attributional Style Questionnaire is

predictive of learned helplessness (Nolen-Hoeksema, Girgus & Seligman,

1986; 1992).

In classroom contexts it is likely that helplessness is observed

through the way students respond to situations of actual or conceivable

failure. It may be thus assumed that teachers are in a position to

assess at least some of the recognized dimensions of helplessness as

they surface in classroom life.

 

The Student Behavior Checklist

 

In developing the Student Behavior Checklist that was used in this

study, Fincham et al. (1989) generated items that reflected the range

of behaviours associated with learned helplessness and mastery

orientation in the research literature. Thus, by their very nature the

items reflect student characteristics that are directly observable by

teachers, rather than being inferred from an internal state as measured

in student self reports. Fincham et al. (1989) reported that although

the learned helplessness and mastery orientation subscales were highly

correlated (r = -0.81) the psychometric robustness of the instrument

had yet to be established. Furthermore they raised the issue as to

whether the scales specifically measured learned helplessness and

mastery orientation or whether they reflected academic competence.

Lastly, they considered that as the scale was strongly related to

concurrent and future achievement scores in their own study and that of

Nolen-Hoeksema, Girgus and Seligman (1986), perhaps a shorter version

of the scale might "provide a cost-effective measure of helplessness"

(Fincham et al., 1989, p 143).

 

Teacher Judgement

 

Classroom behaviour

 In a critical review of teacher-administered rating scales of the

classroom behaviour of children Spivack and Swift (1973) noted the

importance of ascertaining student behavioural adjustment in the

classroom not only from a behavioural management point of view but also

because it reflected "the extent to which the child may be benefiting

from participation in the educational enterprise itself" (Spivack &

Swift, 1973, p55). In reviewing the literature of the time they found

19 studies in which teachers had rated overt behaviours, and in most of

these there was both a paucity of classroom behaviours covered and a

marked lack of psychometric rigour in the scales themselves. With

respect to teachers as judges, they reported that teacher ratings

discriminated between a variety of criteria, had some stability over

time, and that teachers' ratings of girls' overt behaviour were more

consistent with their actual performance than was the case for boys. It

was considered that the study of overt student behaviour by teachers

supplied a new dimension to the understanding of classroom behaviour

and school achievement.

 

Academic performance

 Hoge and Coladarci (1989) located 16 studies in which teachers'

judgements of their students' academic performance were compared

against actual scores on objective test measures. Across the studies

the median correlation was 0.66 suggesting a strong correspondence

between teacher judgements and student achievement. The data from

several studies suggested that teachers achieved a 'hit-rate' of around

 70 per cent accuracy when asked to assess whether individual students

were able to succeed on specific test items. In a review of 42 studies,

Follman (1990) found the best estimate of the correlation between

teachers' estimates of students' achievement and their actual scores on

standardized achievement tests to be 0.50, although the correlations

ranged from about 0.10 to 0.90.

 

When the judgements of teachers were compared, Hoge and Coladarci

(1989) noted that a number of studies indicated large variations

amongst individual teachers. Moreover, they reported that the accuracy

of teacher judgements appeared to be relatively higher in the case of

judgements made on average to above average ability students. Teacher

ratings of academic brightness have been found to be significantly

correlated with examination success five years later (Kenealy, Frude &

Shaw, 1991).

 

Teachers' perceptions might be influenced by a variety of student

characteristics and these expectations might in turn affect classroom

interactions. High achievers in the third grade were rated as having

better meta-cognition, higher self concept and stronger effort and

ability attributions about success (Carr & Kurtz, 1991; Carr &

Kurtz-Coates, 1994). Interestingly, in the latter study teachers were

moderately accurate in their perceptions of students' metacognitive

abilities, but not of their attributional beliefs or self concepts

(Carr & Kurtz-Coates, 1994). Physically attractive students were judged

more favorably by teachers (Ritts, Patterson & Tubbs, 1992), while

students for whom the teachers held high performance expectations in

physical education received significantly higher academic learning time

(Cousineau & Luke, 1990). When average achieving students were assigned

to advanced mathematics classes in an urban American junior high

school, they not only received higher level mathematical content and

active teaching, but they also achieved at a higher than expected level

(Mason, Schroeter, Combs & Washington, 1992).

 

The effect of teacher expectations on student performance has been

termed a self-fulfilling prophecy (Rosenthal & Jacobsen, 1968), a term

originally employed by Merton (1948) to refer to situations in which

initially false beliefs became true. While this phenomenon was believed

to be powerful and pervasive through the 1980s, neither meta-analyses

of the experimental research (such as Raudenbush, 1984; Rosenthal &

Rubin, 1978) nor naturalistic studies (see Brophy, 1983; Jussim &

Eccles, 1995a, for reviews) supported this conclusion although, under

some conditions, self- fulfilling prophecies were more powerful. In a

longitudinal study of the effect of this phenomenon in mathematics,

teachers' expectations predicted changes in student achievement beyond

effects accounted for by previous achievement and motivation (Jussim &

Eccles, 1992), although their perceptions predicted achievement more

strongly for low achievers than high achievers (Madon, Jussim & Eccles,

1997).

 

The overall conclusion of the Hoge and Coladarci (1989) review was

that, with regard to the achievement domain, teacher judgements did

concur with more objective measures. However, some teachers tended to

be more accurate than others and there was a tendency for teachers to

err in over-estimating the capabilities of low-achieving students.

 

Teacher grading

 In a review of 19 studies of teacher grading over the last ten years,

Brookhart (1994) also noted variability in teacher practices. Different

teachers not only perceived the meaning and purposes of grades

differently, but considered achievement and nonachievement factors

differently (Brookhart, 1993; Frary, Cross & Weber, 1993; Nava & Lloyd,

1992; Pilcher-Carlton & Oosterhof, 1993). Primary teachers relied more

on observation and informal evidence while secondary teachers depended

more on written evidence when grading (Brookhart, 1994).

 

With respect to achievement and nonachievement factors, Brookhart noted

the confounding effect of effort and achievement on teachers' grading.

When grading students' work, teachers see effort as a separate issue

from considering students' gender or personality (Frary et al., 1993;

 

 Griswold & Griswold, 1992; Nava & Lloyd, 1992; Pilcher-Carlton &

Oosterhof, 1993; Stiggins, Frisbie & Griswold, 1989; Wood, Bennett,

Wood & Bennett, 1990). These comments are important as the

characteristics of learned helplessness include passivity, loss of

motivation and lack of effort, behaviours which in turn impact on

academic achievement. If students do not participate in the activities

and lessons provided by the teachers, then their achievement is

jeopardised (Brookhart, 1994).

 

 

The Present Study

 The extent to which teachers' judgements of student emotional and

motivational traits reflect the high level of accuracy that is apparent

within the achievement domain is of course open to question. Knowledge

of this area has been hampered by lack of suitable measurement

instruments. Thus the present study sought to investigate properties of

the Student Behavior Checklist (Fincham, Hokoda & Sanders, 1989), and

the extent to which this scale taps into teachers' perceptions of

learned helplessness in the classroom, and the relationship between

their ratings and subsequent student motivation and achievement. This

scale was chosen for investigation because of its importance in the

literature in investigations of student achievement and explanatory

style (Nolen-Hoeksema, Girgus & Seligman, 1986).

 

Subjects

 

In November, 1994, 58 teachers in 31 schools in an Australian city

rated 258 students from Years 4 to 8 with the Student Behavior

Checklist. Of these students, the 243 in the final sample were located

in 26 primary and 24 lower secondary schools in Term 4, 1995, where

they were administered a test of mathematics achievement, and

questionnaires of explanatory style, depression and attitudes towards

mathematics. The distribution of these students by year level and

gender in 1995 is presented in Table 1.

Table 1

Numbers of students by year level and gender in 1995

 

Gender Year 5 Year 6 Year 7 Year 8 Year 9 Total N

Male 8 28 21 28 24 109

Female 10 34 22 38 30 134

Combined 18 62 43 66 54 243

 

 

Instruments

 

1. Student Behavior Checklist

 

The Student Behavior Checklist (Fincham, Hokoda & Sanders, 1989)

designed as a rating scale for teachers is comprised of 24 items, 12 of

which had been selected from the research literature to measure the

construct of learned helplessness, while the other 12 were designed to

measure mastery orientation. An example of an item measuring learned

helplessness is "Prefers to do easy problems rather than hard". An

example of an item measuring mastery orientation is "Tries to finish

assignments even when they are difficult". The teachers were asked to

rate student behaviour over the past two to three months on a five

point scale ranging from 1 (not true) to 5 (very true). They also

provided a single estimate of student achievement in mathematics on a

five point scale which ranged from 1 (excellent) through 3 (average) to

5 (poor).

 

2. Progressive Achievement Tests in Mathematics

 

The Progressive Achievement Tests in Mathematics (ACER, 1984), which

utilises a multiple choice format, consists of three tests (Tests 1, 2,

 and 3) at different grade levels and different levels of difficulty,

with each covering a range of general mathematics topics. Form A of

each test was used. Within each test, the items are arranged in order

of increasing difficulty in content groups. The item difficulty order

was determined by the Rasch analysis of the responses from the

Australian standardization sample tested in November, 1983.

 

Test 1 designated for Years 3, 4, and 5 contains 47 items, encompassing

number, computation, fractions, measurement and money, statistics and

graphs and spatial relations. Test 2 with 57 items covers the areas of

number, computation, fractions, measurement and money, statistics and

graphs, spatial relations and logic and sets and is designed for use in

Grades 5, 6, 7, and 8. Test 3, intended for Grades 6, 7, and 8,

contains 55 items measuring the same areas except fractions. Initial

concerns that there might have been a ceiling effect for some students

in Year 9 were allayed by consultation with Heads of Mathematics

Departments in some of the participating secondary schools who

considered that curricular changes after 1984 made the items still

relevant for students at this level.

 

In the Rasch calibration procedure, the items in the tests were

analysed with the Rasch model calibration program BICAL3, with a

common-items equating procedure enabling the preparation of a scale

score equivalence table from the item difficulty estimates (ACER,

1984). It is possible to equate the results from Tests 1, 2 and 3 for

all year levels and place the students' scores on a single scale of

achievement. These Rasch scaled scores locate students' performance on

either of the sets of tests on the same single common scale of

mathematics achievement irrespective of the level of the test and the

time of the school year at which students took the test. Students' raw

scores on the two tests were therefore converted to Rasch scaled scores

by reference to the relevant conversion tables provided in the Teachers

Handbook.

 

3 Your Feelings in Mathematics: A Questionnaire

 

Your Feelings in Mathematics: A Questionnaire (Yates, Yates & Lippett,

1995), is designed specifically for this study to measure the task

involvement and ego orientation dimensions of goal orientation beliefs

in mathematics. It is an adaptation of the Motivation Orientation

Scales (Nicholls, Cobb, Wood, Yackel, & Patashnick; Duda and Nicholls,

1992). Fifteen of the 25 items measure task involvement, six items

measure ego orientation, with the remaining four designated as filler

items.

 

Students are asked to rate their attitudes towards mathematics on a

five point Likert-type scale ranging from a strong yes to a strong no.

Items are coded from 1 to 5 with a 5 being allocated for a strong yes

through to a 1 for a strong no. Each item commences with the stem "Do

you really feel pleased in maths when ... " which is then followed by a

statement that relates to student mathematics behaviour. The students

then circle the rating that most closely approximates their feeling

about the situation presented in the item.

 

4 The Children's Attributional Style Questionnaire

 

The Children's Attributional Style Questionnaire (CASQ), (Seligman,

Peterson, Kaslow, Tanenbaum, Alloy, & Abramson, 1984), a forced choice

pencil and paper instrument, consists of 48 items of hypothetically

good or bad events involving the child, followed by two possible

explanations (Seligman et al., 1984). For each event, one of the

permanent, personal or pervasive explanatory dimensions is varied while

the other two are held constant. Sixteen questions pertain to each of

the three dimensions, with half referring to good events and half

referring to bad events. The CASQ is scored by the assignment of 1 to

each internal or stable or global response, and a 0 to each external,

or unstable or specific response.

 

Scales are commonly formed by summing the three scores across the

appropriate questions for each of the three dimensions, for composite

 positive (CASQCP) and composite negative (CASQCN) events separately

(Peterson et al., 1993). In some cases a composite total score (CASQCT)

is derived by reversing the direction of the negatively scaled items

(Nolen-Hoeksema, Girgus, & Seligman, 1986).

5 The Children's Depression Inventory

The Children's Depression Inventory (Kovacs, 1992), suitable for

administration in either individual or group settings, was developed in

1977 as a self-rating symptom orientated scale for school-aged children

and adolescents aged from 7 years to 17 years. It consists of 27 items,

covering a range of depression symptoms which include disturbed mood,

hedonic capacity, vegetative functions, self-evaluation and

interpersonal behaviours presented in contexts which are relevant to

children. Factor analytic studies of these items found that although

the CDI captured one major second-order factor of depression, five

primary factors were also present (Kovacs, 1992). For this study, the

questionnaire comprised 26 items, as Item 9 concerning suicide

ideation, was deemed not to be appropriate for the student sample and

was omitted. The questionnaire was also referred to as an Attitude

Survey, since this was considered to be less anxiety provoking for

students in the sample than the original title.

 

For each of the 26 items, students are presented with three sentences

for which they are asked to rate the one that describes them best for

the past two weeks by placing a cross in the appropriate box. The

statements within each item present contexts with which students are

likely to be familiar, with the ratings ranging from an absence of the

symptom, through a mild symptom to a definite symptom. About half the

items start with a choice which represents the greatest symptom

severity while in the remainder of the items the sequence of choices is

reversed. The items are scored as a 0 for the absence of symptom, 1 for

a mild symptom, and 2 a definite symptom. While it is designed for

children in the age range of 7 years to 17 years (Kovacs, 1992), some

differences have been reported from the normative study in relation to

the age and gender of the child, with boys and older children having

significantly higher CDI scores (Finch, Saylor & Edwards, 1985).

 

Procedure

 

Teacher ratings

 

The Student Behavior Checklist was posted to 58 teachers in 31

different schools in Term 4, 1994. The teachers were requested to

consider the student over the previous two or three months and for each

of the 24 items, circle the rating from 1 to 5 that indicated how true

that description was of the student. Teachers were asked to read the

items carefully as they were directed towards several different aspects

of the student's behaviour. Teachers also rated the student's

achievement in mathematics on a five point scale. Completed

questionnaires for 258 students were returned by post.

 

Student data

 

When 243 of these students were traced in 1995, the mathematics

achievement test and the questionnaires were administered either

individually or to groups of students in Term 4 by a male or female

research assistant during normal school hours within the students' own

school. Students were informed in very general terms as to the purposes

of the study, with the instructions for the administration of each

instrument being described to them verbally. These administrative

instructions were also written on the mathematics tests and each

questionnaire. At the beginning and the end of the administration

session, students were assured of the confidentiality and anonymity of

their responses.

 

The Progressive Achievement Test in Mathematics was administered first,

followed by the Children's Attributional Style Questionnaire, Your

Feelings in Mathematics: A Questionnaire and the Children's Depression

Inventory. Test 2 or 3 of Form A of the Progressive Achievement Test in

 Mathematics was administered in strict accordance with the

standardization procedures on pages 5 to 7 of the Teachers Handbook,

with 45 minutes plus administration time being allowed. The level of

the test that was most appropriate for the year level of the student

was chosen by reference to the guidelines given in the Teachers

Handbook, with all students in Years 5, 6 and 7 being administered Test

2, and all students in Year 9 taking Test 3. Students in Year 8 were

administered either Test 2 or 3, with the majority taking Test 2. All

responses were recorded by the students with an Hb or 2b pencil on the

computer scoring answer sheet.

 

Responses to the Children's Attributional Style Questionnaire, Your

Feelings in Mathematics: A Questionnaire and the Children's Depression

Inventory were recorded in pen by the students directly on the printed

questionnaire sheets. If students experienced difficulty reading any of

the items these were read aloud by the researcher, but no other

assistance was given. The administration of the three questionnaires

was not timed.

 

 

RESULTS

Calibration of the instruments

Each of the instruments and the student data were analysed with the

Rasch scaling procedure. The major advantage of the Rasch model is that

the students' estimated ability or attitude is independent of the

sample of items, while at the same time the difficulty level of the

items is not dependent on the sample of students who take the items

(Wright, 1977, Wright & Stone, 1979, Hambleton, 1989). The performance

of students who take different items from the same test battery can

then be compared, provided that the items or students have been

calibrated on a common scale (Green, 1996). Moreover, the items and the

persons are brought to a common interval scale.

 

The item response model employs the notion of a single specified

construct (Snyder & Sheehan, 1992) or an inherent latent trait

dimension (Weiss & Yoes, 1991; Hambleton, 1989), which is referred to

as the requirement for unidimensionality (Wolf, 1994). Prior to the use

of the Rasch model, it was first necessary to determine whether each

instrument met the requirement of unidimensionality (Lord, 1980; Weiss

& Yoes, 1991).

 

The factor structure of the Student Behavior Checklist was explored by

principal components analysis, and subsequently by confirmatory factor

analysis. In the case of the student measures, only the structure of

Your Feelings in Mathematics: A Questionnaire was considered through

factor analysis. The fact that the separate tests for the Progressive

Achievement Tests in Mathematics had been brought to a common scale

during the calibration and equating procedure was taken as evidence of

the unidimensionality of mathematical ability that the test tapped

(ACER, 1984). The items in the Children's Attributional Style

Questionnaire had been designed to measure the construct of a single

trait of explanatory style while unidimensionality had been

specifically examined through the use of oblimin rotation factor

analytic procedures in the construction of the Children's Depression

Inventory.

 

In the analysis of each of the instruments, the infit mean square

values of each item were inspected to determine whether they fell

within the predetermined range of 0.83 and 1.20. For each instrument,

items with infit mean square values within this range were considered

to fit the Rasch model and were thus retained, while those outside this

range which did not fit the model were progressively deleted. Items

which misfitted were discarded because they represented a different

construct, were ambiguous, discriminated so well as to be redundant

with other items or did not discriminate well (Green, 1996). The final

scales were composed of those items that met the requirements of the

Rasch model.

 

With the exception of the Progressive Achievement Tests in Mathematics

 (ACER, 1984) which had been Rasch analysed with the BICAL3 program, the

QUEST program (Adams & Khoo, 1993) was used for Rasch scaling of all of

the instruments.

 

Calibration of the Student Behavior Checklist

 

1. Confirmatory Factor Analyses

 

Unidimensionality of the items in the Student Behaviour Checklist was

established with confirmatory factor analysis of a one factor, two

factor, hierarchical and nested model through the use of the LISREL8W

computer program (Joreskog and Sorbom, 1993). Acceptance of the one

factor model indicated that there was no evidence to support the two

separate factors Learned Helplessness and Mastery which were

hypothesised by Fincham, Hokoda and Sanders (1989) in the development

of the instrument (Yates and Afrassa, 1995). As a consequence of these

analyses, it was evident that the items in the Student Behaviour

Checklist measured only one factor Academic Behaviour.

 

2 Principal components factor analysis

 

Exploratory principal components factor analysis using the SPSS

computer program was carried out to examine the factor loadings on

Learned Helplessness and Mastery. All the Mastery items had negative

factor loadings while all the Learned Helplessness items were

positively loaded. As the Mastery and Learned Helplessness items loaded

in opposite directions, the results from both the principal components

and confirmatory factor analyses indicated that it was necessary to

reverse the Learned Helplessness items responses from (01234) to

(43210) during the subsequent analysis.

 

3 Rasch Analyses

 

The Rasch rating scale procedure was selected, because it involved "a

single underlying dimension for academic behaviour and sought to scale

the data in such a way that interval scale data were obtained for the

variable formed" (Wolf, 1994, 4926). The responses however, also

involved unipolar scales with the same response categories across all

items. Rating scale analysis was the preferred technique for the

analysis of these response categories (Wolf, 1994).

 

Of the 24 items analysed with the QUEST computer program (Adams & Khoo,

1993), 14 items had infit mean squares outside the acceptable range of

0.83 to 1.20. These misfitting items were progressively deleted from

the scale (Yates and Afrassa, 1995). Of the ten remaining items that

fitted the Rasch scale, six were learned helplessness items (LH) and

four were mastery items (MO) (see Table 2). The items in the final

scale related to effort (items 1 (LH) and 13 (MO)), motivation (items 4

(LH) and 7 (MO)), reaction to failure (items 6 (LH), 9 (LH) and 24

(MO)), persistence (items 20 (LH) and 22(MO)), and response to teacher

inquiry (item 18 (LH)).

 

Rasch scaled teacher ratings were estimated for each student on the

basis of these ten items of academic behaviour. A separate score for

each student was recorded from the single rating of achievement made by

their teachers. This is referred to as the 1994 teacher rating of maths

achievement.

 

 

Table 2

The Academic Behaviour Scale

 

Characteristics Learned Helplessness items (LH) Mastery Oriented items (MO)

 

Effort 1. Prefers to do easy problems rather 13. Prefers new and challenging

than hard ones. problems over easy problems.

 

 

 

Motivation 4. Takes little independent initiative; 7. Tries to finish assignments,

you must help him/her to get started even when they are difficult.

and keep going on an assignment.

 

Failure 6. When s/he fails one part of a task, 24. When s/he receives a poor

s/he looks discouraged-says s/he is grade, says s/he will try harder

certain to fail at the entire task. in that subject the next time.

 

9. Gives up when you correct him/her

or find a mistake in his/her work.

 

Persistence 20. Says things like "I can't do it" 22. When experiencing difficulty

when s/he has trouble with his/her s/he persists for a while

work. before asking for help.

 

Response to 18. Does not respond with enthusiasm

teacher inquiry and pride when asked how s/he is

doing on an academic task.

 

Calibration of the Progressive Achievement Tests in Mathematics

 

In the calibration and equating of the Progressive Achievement Tests in

Mathematics in 1983, Rasch procedures were employed for item selection,

item ordering within topic areas and in the provision of scaled scores

that enabled the students' results to be placed on a common scale

irrespective of the test, the year level of the students, the items the

students answered and the difficulty levels of these items.

 

Students correct responses in this study were therefore added together

and converted to the PATMATH scale scores through the use of Table 11

in the Teachers Handbook (1984, p. 34). Omitted items were considered

as wrong. The students' scores were on the same scale irrespective of

whether the they took Test 2 or Test 3.

 

Calibration of Your Feelings in Mathematics: A Questionnaire

 

1 Factor analysis of Your Feelings in Mathematics: A Questionnaire

 

Principal components analysis and the oblimin rotation procedure were

chosen for the establishment of unidimensionality of this 25 item

questionnaire as they simplified factors by minimizing cross products

of loadings and allowed for a wide range of factor intercorrelations to

occur (Tabachnick and Fidell, 1996). Items 2, 7, 11 and 25, designated

as filler items, were deleted prior to the factor analysis. Factor one

with an eigen value of 7.47 was composed of 15 items which measured

Task Involvement. Factor 2, with a eigen value of 2.36 was comprised of

six items that measured Ego Orientation. There was a moderate

correlation of 0.40 between the two factors. On the basis of these

results the questionnaire was then divided into two separate scales of

Task Involvement and Ego Orientation, each of which independently met

the criteria of unidimensionality for the application of the Rasch

procedure.

 

2 Rasch Analyses of the Task Involvement and Ego Orientation scales

 

Each scale was then analysed separately with the QUEST program (Adams &

Khoo, 1993). Of the 15 items which comprised the Task Involvement

Scale, 12 items met the requirements of the Rasch model, while five of

the 6 items from the Ego Orientation Scale had infit mean squares

within the preset limits of 0.83 and 1.20 (Yates & Yates, 1996; Yates,

1997). The items for both scales are presented in Table 3. Rasch scaled

student scores were estimated separately for the Task Involvement Scale

and for the Ego Orientation Scale.

 

Table 3

Items in the Task Involvement and Ego Orientation Scales

 

Calibration of the Children's Attributional Style Questionnaire

 The 24 positive items (CASQCP), the 24 negative items (CASQCN) and the

composite measure (CASQCT) were analysed separately (Yates and Afrassa,

1994). The CASQCT was formed from the CASQCP and reversed CASQCN items.

The results of the separate Rasch analyses of the CASQCP, CASQCN and

CASQCT scales indicated that as the items on each of these scales

fitted the Rasch model, the scales could be considered independently

(Yates, Keeves & Afrassa, 1996). Student scores were estimated

separately for the CASQCP, CASQCN and CASQCT scales.

 

Calibration of The Children's Depression Inventory

 

Of the 26 items that were administered to students, 20 met the

requirements of the Rasch model. These items were used for the

estimation of student scores.

 

 

Table 4

Correlations with students' achievement in mathematics

 

Variable

2 3 4 5 6

1. 1995 Mathematics achievement -0.40** 0.33**

0.13* -0.08 -0.07

2. 1994 Teacher rating of maths achievement - -0.68**

-0.14* 0.05 -0.11

3. 1994 Teacher rating of academic behaviour -

0.08 -0.04 0.07

4. 1995 Student Task involvement

- 0.26** 0.34**

5. 1995 Student Ego orientation

- 0.09

 

 

6. 1995 Student Explanatory style (CASQCT)

-

 

N = 243, ** p< 0.001, * p < 0.05

 

Relationships between Teacher Ratings and Student Variables

 

The relationships between the teacher ratings of academic behaviour and

mathematics achievement obtained in 1994 were examined in relation to

the students' achievement in mathematics, as well as the students' task

involvement in and ego orientation towards mathematics, explanatory

style and self-reported depression measured one year later. Teachers'

ratings of both academic behaviour and achievement were analysed with

correlations and multiple regressions separately in relation to student

achievement in mathematics and to depression.

 

The Relationship between Teachers' Ratings and Student Achievement in

Mathematics

 

Table 4 presents the correlation between the teachers' prior ratings of

mathematics achievement, ratings of academic behaviour, students'

achievement in mathematics, task involvement, ego orientation and

explanatory style. Significant correlations were evident between the

teacher ratings of achievement and classroom behaviour and between both

of these variables and student achievement one year later. Teacher

ratings of achievement were also significantly correlated with

subsequent student task involvement.

 

However, as shown in Table 5, when the predictive relationship between

the teachers' ratings and achievement in mathematics were examined with

direct entry multiple regression, the teachers' ratings of achievement

in the previous year were found to be significant but this effect did

not hold for their rating of academic behaviour within the classroom.

In these analyses, students' task involvement and explanatory style was

also significantly related to students' achievement in mathematics in

1995.

 

Table 5

Regression analysis: predicting mathematics achievement by teacher

ratings, motivational orientation, and explanatory style.

 

Variable r Beta t Sig t

1994 Teacher rating of maths achievement -0.40 -0.32 -3.97 0.00

1994 Teacher rating of academic behaviour 0.35 0.11 1.34 0.18

1995 Student Task involvement 0.13 0.16 2.43 0.02

1995 Student Ego orientation 0.08 -0.08 -1.40 0.16

1995 Student explanatory style (CASQCT) -0.07 -0.16 -2.57 0.01

 

N = 243 R = 0.45 R2 = 0.20

 

Table 6

Regression analysis: Predicting mathematics achievement by teacher

ratings, motivational orientation, and positive and negative

explanatory style.

 

Variable r Beta t Sig t

1994 Teacher rating of maths achievement -0.40 -0.31 -3.92 0.00

1994 Teacher rating of academic behaviour 0.33 0.10 1.22 0.23

1995 Student Task involvement 0.13 0.16 2.54 0.01

1995 Student Ego orientation -0.08 -0.08 -1.36 0.17

1995 Positive explanatory style (CASQCP) -0.17 -0.21 -3.44 0.00

1995 Negative explanatory style (CASQCN)-0.06 0.02 0.32 0.75

 

N = 243 R = 0.47 R2 =0.22

 

In order to examine the relative effects of students' positive and

negative explanatory style in relation to their mathematics achievement

in 1995, the multiple regression was repeated with the separate

variables for positive and negative explanatory style in place of the

total score. In the results of this analysis, presented in Table 6, it

is evident that the positive explanatory style rather than the negative

explanatory style is significantly predictive of achievement

 

 

The Relationship between Teachers' Ratings and Student Depression

 

Table 7 presents the correlation between the teachers' ratings of

achievement and academic classroom behaviour and the students' task

involvement, ego orientation, explanatory style and self reported

depression. There are significant correlations between the teachers'

rating of both mathematics achievement and academic behaviour and the

subsequent measures of students' depression, task involvement and

explanatory style.

 

Table 8 gives the results obtained when the predictive relationship

between these variables was examined with multiple regression. The

teachers' prior ratings of classroom behaviour were predictive of

subsequent student self-reported depression at a marginally significant

level. In these results, task involvement and explanatory style were

found to relate significantly to depression.

 

Table 7

Correlations with students' self reported depression

 

Variable

2 3 4 5 6

1. 1995 self reported depression 0.16* -0.18**

-0.28** -0.01 0.36**

2. 1994 Teacher rating of maths achievement - -0.68**

-0.14* 0.05 -0.11

3. 1994 Teacher rating of academic behaviour -

0.08 -0.04 0.07

4. 1995 Student Task involvement

- 0.26** 0.34**

5. 1995 Student Ego orientation

- 0.09

6. 1995 Student Explanatory style (CASQCT)

-

 

N = 243, ** p< 0.001, * p < 0.05

 

Table 8

Regression analysis: predicting student self reported depression in

1995 by teacher ratings, motivational orientation, and explanatory

style.

 

Variable r Beta t Sig t

 

1994 Teacher rating of maths achievement 0.16 -0.00 -0.03 0.97

1994 Teacher rating of academic behaviour -0.18 -0.15 -1.81 0.07

1995 Student Task involvement -0.28 -0.19 -2.86 0.01

1995 Student Ego orientation 0.01 0.06 0.10 0.32

1995 Student explanatory style (CASQCT) -0.36 -0.29 -4.67 0.00

 

N = 243 R = 0.43 R2 = 0.18

 

Table 9 presents a correlation matrix in which the relative effects of

teachers' ratings on students' positive and negative explanatory style

scores was calculated. Interestingly, while teachers' ratings

correlated with the negative explanatory style, significant

correlations were also found between both the positive and negative

explanatory style scales and depression.

 

Table 9

 

Correlations with students' positive and negative explanatory style and

self reported depression

 

Variable 2 3

4 5 6 7

1. 1995 self reported depression 0.16* -0.18** -0.28** -0.01

0.21** 0.33**

2. 1994 Tch rat. of maths ach. - -0.68** -0.14*

0.05 -0.01 0.16*

3. 1994 Tch rat. of academic behav. - 0.08

-0.04 -0.03 -0.14*

4. 1995 Student Task involvement -

0.26** 0.26** -0.24**

5. 1995 Student Ego orientation

- 0.09** -0.03

6. 1995 Pos. Expl. style (CASQCP)

- -0.11

7. 1995 Neg. Expl. style (CASQCN)

-

 

N = 243, ** p< 0.001, * p < 0.05

 

Key to abbreviations:

Tch rat Teacher ratings

ach. achievement

behav. behaviour

Pos. Positive

Neg. Negative

Expl. Explanatory

 

 

The results of self-reported depression regressed on teachers' ratings

are presented in Table 10.Their prior rating of academic behaviour was

found to be a significant predictor of depression at the ten per cent

level, but the rating of achievement was not significant. In it is also

evident that the concurrent measure of student task involvement and

positive and negative explanatory style were also predictive, with the

negative values for the task involvement and positive explanatory style

indicative of the inverse relationship between these variables and

depression. In this regression analysis, negative explanatory style has

the strongest relationship with the concurrent measure of depression.

 

Table 10

Regression analysis: predicting depression by teacher ratings,

motivational orientation, and positive and negative explanatory style

 

Variable r Beta t Sig t

1994 Teacher rating of maths achievement 0.16 -0.01 -0.09 0.93

1994 Teacher rating of academic behaviour -0.18 -0.14 -1.72 0.09

1995 Student Task involvement -0.28 -0.18 -2.84 0.01

1995 Student Ego orientation 0.01 0.06 0.93 0.36

1995 Student positive exp style (CASQCP) -0.21 -0.15 -2.38 0.02

1995 Student negative exp style (CASQCN) 0.33 0.26 4.19 0.00

 

N = 243 R = 0.44 R2 = 0.19

 

DISCUSSION

 

Summary of the findings

 

This study set out to consider teachers' perceptions of students'

learned helpless behaviours in the classroom. The following findings

emerged from the data:

1. The Student Behavior Checklist possessed acceptable psychometric

properties as a short form interval scale of ten items.

2. The Student Behavior Checklist correlated (r = 0.33 p < 0.001) with

 achievement in mathematics one year later. However, this relationship

was not predictive when the other concurrent variables were entered

into the regression analysis.

3. The teachers' single rating of student achievement in mathematics

predicted mathematics achievement data one year later.

4. In general. the Student Behavior Checklist failed to predict

responses to the three measures of self-reported motivation (task

involvement, ego orientation, and explanatory style) used in the study.

However, the relationship between the Student Behavior Checklist and

depression was of a small but marginally significant order of

magnitude, after controlling for other variables.

5. Levels of depression were predicted by the CASQ and by task

involvement data.

 

Discussion of the variables

 

The Student Behavior Checklist

 

In developing the Student Behavior Checklist, Fincham et al. (1989)

highlighted the need both for a shorter version of the scale and to tap

teacher perceptions as a means of either supplementing or replacing

student self report measures. This modified scale of ten items

certainly met the first need. However, while teachers' ratings of overt

academic behaviour in the classroom did not generally predict students'

internal states one year later, they were significantly related to

self-reported depression.

The findings support Fincham et al.'s (1989) suggestion that the scale

measures academic competence. The ten items in the Student Behavior

Checklist can be conceptualised as constituting a scale of academic

behaviour, with six designated learned helplessness items clearly

relating to a lack of academic behaviour and the designated mastery

orientation items relating to the presence of academic behaviour.

Spivak and Swift (1973) noted that when asked to rate overt behaviours

teachers do discriminate between groups, with their ratings being

stable over time.

 

Learned helplessness

 

When these ten acceptable items in the Student Behavior Checklist were

examined, with respect to the criteria for learned helplessness

suggested by Peterson et al. (1992), Item 1 clearly related to a

reduction in behavioural agency, with Item 13 as its antithesis, Item 4

related to motivation with Item 7 as its antithesis, and Items 6 and 9

related to changes in cognition and emotion. This reaction to failure

aspect measured in Items 6 and 9 was countered by Item 24 which

measured an increase or renewal of effort in the face of failure. In

addition, Item 10 related to lack of enthusiasm and pride in response

to teacher inquiry. This trait has been reported by Yates et al. (1995)

as being a significant difference between pessimistic and optimistic

children in relation to their reported attitudes towards mathematics.

 

 

Teacher judgments

 

Classroom behaviour

 

The variability of teacher judgements noted in the reviews of the

literature by Hoge and Coladarci (1989) and Brookhart (1994) was not

apparent in many of the items deleted from the Student Behavior

Checklist, as these items had high discrimination indices and narrow

band widths indicating that the teacher ratings on these items provided

information over a very limited range (Yates & Afrassa, 1995). However,

considerable variation was noted in the manner in which individual

teachers furnished ratings data, with one teacher actually rating the

entire class as "average" on all characteristics. This factor obviously

served to reduce the magnitude of obtained relationships.

 

 

 

 

Academic performance

 

The correlation (r = -0.40, p , 0.001) between the teachers' single

subjective rating of achievement in mathematics with the objectively

measured achievement on the Progressive Achievement in Mathematics one

year later is slightly below the median estimates from the reviews of

Hoge and Coladarci (1989) and Follman (1990). However, as it was

unlikely that the teacher who completed the rating taught the student

mathematics in the following year, their single estimate was

surprisingly strongly predictive. This suggests that effort and

achievement may not have been confounded in this estimate (Brookhart,

1994) and furthermore, that teachers' expectations, as indexed by this

rating, predicted achievement over time (Jussim & Eccles, 1997).

 

 

Teacher grading

 

The finding that teacher ratings of achievement predicted achievement

independently of their ratings of classroom behaviour which was related

to students' self-reported depression supports the outcome of the

review of teacher grading by Brookhart (1994). Nevertheless, this

conclusion needs to be tempered by the finding that teacher rating of

achievement correlated with subsequent student task involvement (r =

-0.14, p < 0.05), particularly as task involvement was significantly

related to concurrent achievement in mathematics. It may be that

student behaviour influences academic learning time both in the short

and long term (Cousineau & Luke, 1990). However, the extent to which

teacher ratings were influenced by students' prior achievement and task

involvement has not been considered in these analyses.

 

CONCLUSION

 

Although teacher ratings were predictive of subsequent student

achievement and depression, the present study does not support the

notion that teachers' perceptions of student helplessness actually

relate to student self-reported motivational levels. Although the

Student Behavior Checklist possesses acceptable psychometric

properties, there is no way of knowing if the scale actually measures

"helplessness" in a manner independent of actual student achievement.

Perhaps the teachers' ratings on their students' overt behaviours

simply do not reflect whatever internal motivational process is

occurring in students some time later. Perhaps teacher ratings of

"helplessness" are not the same construct as the students' experience.

This paper reports on only a subset of a more complex design. Future

reports will examine the impact of earlier achievement levels, measured

two years prior to the present data set. Towards this work, path

analyses are being carried out, along with the analysis of gender, year

level and school site.

 

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Acknowledgments

I would like to express my deepfelt thanks to Professor John Keeves for

his expert guidance and assistance with this study, to Tilahun Mengesha

Afrassa for his analysis of the Student Behavior Checklist, to Ron

Thomas for his meticulous data entry and to Milton Yates for his

computing skills.

I would also like to express my appreciation to the participating

schools, teachers and students and indirectly the parents whose valued

co-operation made the study possible.

This research was supported by a Flinders University Research Board

Establishment Grant.