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1.
This research study investigated the attitudes toward science of 8th-grade students in Australia, Canada, Cyprus, and Korea, based on recent TIMSS data, and suggests a model of family and school influences on their attitudes. The structural equation model contained 3 exogenous constructs – family’s educational background, aspiration, school climate – and 2 endogenous constructs – teaching and student attitudes toward science. Educational background, aspiration, and school climate were shown to have a direct effect on attitudes, while teaching was shown to directly affect attitudes and to be affected by aspiration and school climate.  相似文献   

2.
In many educational systems, students from families with low socioeconomic status (SES) often score lower in academic achievement than their high SES peers. Even though this effect is well-documented and research on teachers’ stereotypical beliefs and attitudes is steadily increasing, the studies so far did not specifically focus on students’ SES. In the current study, we explored preservice teachers’ implicit attitudes and their stereotypical and prejudiced beliefs toward low SES students as well as their causal attributions for the low educational success of low SES students. Results showed that teachers had negative implicit attitudes toward low SES students and that they more strongly associated competences and good learning and working habits with high SES students. The correlations highlighted the role that stereotypes play in causal attributions. Participants who more strongly associated low SES with competence and good working and learning behaviors were less likely to endorse internal attributions but were more likely to emphasize external attributions. Hence, when preservice teachers see low SES students as having high ability, they also strongly view the educational system as a source of the disadvantages that low SES students experience in school.  相似文献   

3.
This study examines how various teacher characteristics and contextual factors are related to early primary teachers’ beliefs about mathematical teaching and learning and teachers’ attitudes toward their own learning of mathematics. A total of 396 early primary teachers across Nebraska participated in the study. Teacher characteristics and contextual factors were grouped into four sets: teacher professional background, teacher mathematical knowledge for teaching, teaching contexts, and students’ experiences. Multiple regression analyses were conducted with each set of predictors separately, as well as with all four sets together. The results showed significant relationships between teachers’ mathematical knowledge for teaching and teacher-centered beliefs, motivation in learning mathematics, and anxiety toward learning mathematics. Teacher certification level, the number of college math courses taken, and perceived support from colleagues and administrators were also related to some aspects of teachers’ mathematical beliefs and attitudes. The findings suggest the potential role of teachers’ mathematical knowledge for teaching in improving teachers’ mathematical beliefs and attitudes.  相似文献   

4.
TIMSS 2019数学评价发现,中小学生的数学学习成绩正在逐渐提高,达到国际基准的比例也在提高,并存在区域、性别、领域和认识差异。同时,家庭与学校环境、师生教学准备、学生数学学习态度和数学课程与教学等背景因素都影响数学学习。为了促进我国数学教育的健康发展,我们要继承中华优秀教育传统,吸收先进教育理念,更新数学课程内容,优化教育教学评价,培养积极学习态度。  相似文献   

5.
This study examines direct and indirect effects of family socioeconomic status (SES) and parental expectations on adolescents’ mathematics and problem-solving achievement in mainland China. SES here is composed of family wealth, home educational resources, and parental education. Over 5,000 ninth-grade students in 5 geographical districts of China participated in the study and were assessed by using the items adapted from the Programme for International Student Assessment (PISA). Results from structural equation modelling indicated that 2 components of SES – home educational resources and parental education – positively predicted parental expectations; however, the 3rd component – family wealth – negatively predicted parental expectations. Family wealth, parental education, and parental expectations significantly predicted mathematics achievement, and home educational resources, parental education, and parental expectations significantly predicted problem-solving achievement. The 3 components of SES also had significant indirect effects on both mathematics and problem-solving achievement through parental expectations, and the effect of family wealth was a suppression effect. These results were further discussed from Chinese cultural contexts.  相似文献   

6.
Primary school teachers were surveyed to determine their sense of efficacy about implementing nongraded primary school programs. The survey assessed attitudes and beliefs of teachers (N = 133) representing 18 school systems undergoing state mandated educational reforms. The survey focused on three areas: (1) educational background and teaching experience; (2) attitudes toward nongraded primary school reforms; and (3) perceived self-efficacy ratings on 21 specific program attributes of the proposed nongraded primary. The influence of experience on attitudes and self-efficacy was also explored. Implications are discussed for preventively addressing teacher needs through teacher education and continuing education programs based on a self-efficacy enhancement model. Suggestions for future research are offered.  相似文献   

7.
本研究选取西藏地区353名中小学数学教师作为研究对象,通过问卷调查、访谈的方法,采用描述性统计、独立样本t检验和单因素方差分析等探索西藏中小学数学教师认识信念的现状和背景因素差异。研究发现:西藏中小学数学教师的数学认识信念总体上呈进步倾向,在教师自身认识信念上则存在显著的学校位置差异,并且职称对数学教师的数学认识信念、教龄对数学教师的学生信念、学历对数学教师的数学学习信念和数学教学信念均产生一定影响。  相似文献   

8.
Abstract

The authors used data from the Longitudinal Study of American Youth to investigate variables related to change in students' attitude toward and beliefs about mathematics in middle school and high school. Using hierarchical linear modeling techniques, the authors modeled variation in students' rate of change with variables associated with student characteristics, instructional experiences, and environment. They also identified variables that differentially affect change at different levels of secondary school (i.e., middle school vs. high school) and for different affective dimensions (i.e., attitude toward mathematics, beliefs about the social importance of mathematics, and beliefs about the nature of mathematics). Results showed a substantial negative change in students' attitudes toward and beliefs about the social importance of mathematics throughout secondary school. However, students' notions of the nature of mathematics did not change throughout secondary school. The authors identified variables related to change and found that they differed according to the level of secondary school and affective dimensions.  相似文献   

9.
In this article, the effects of secondary schools, teachers, and classes on mathematics achievement are explored. The results of multilevel analyses indicate important recruitment differences between schools and classes within schools. After controlling for this, the group composition at the class level remained very important for the explanation of differences in mathematics achievement. Also the learning climate in the class, which correlates positively with group composition, explained an additional part of the variance. The effect of other educational process variables disappeared when group composition variables were entered into the model. At the school level, the proportion of girls was positively related to mathematics achievements. Indications of differential effectiveness of classes and schools and of heteroscedasticity related to SES, average class SES, average class SES, sex, and learning climate were found.  相似文献   

10.
In England, students with immigrant background exhibit lower educational attainment than those without immigrant background. Family socioeconomic status (SES) helps explain differences in educational attainment, but a gap remains that differs in size for students with different immigrant backgrounds. While the explanatory repertoire for the remaining gap is broad, it has been neglected to comprehensively investigate whether family SES constructs are equivalent across students with different immigrant backgrounds. Using data from the first wave of the Children of Immigrants Longitudinal Survey in Four European Countries (CILS4EU) for England (n = 4,315), the paper applies exploratory structural equation modelling (ESEM) to evaluate measurement invariance of family background constructs across students without and with immigrant background, specifically Pakistani/Bangladeshi immigrant background. Results suggest differences in the structure of family SES indicators across groups and in their association with educational attainment. Complementary variables are suggested to enhance family SES indicators. Findings are relevant to researchers investigating educational inequalities related to immigrant background.  相似文献   

11.
This research tested a structural equation model of educational outcomes for three socioeconomic status (SES) groups of African American students enrolled in a community college. The structural model, which was based on a variant of Tinto's (1987) model, contained two exogenous constructs, educational intentions/commitment and external commitments, and three endogenous constructs, academic integration, social integration, and educational outcomes. The study demonstrated that higher levels of academic and social engagement had positive direct effects on educational outcomes for all students regardless of SES background. Other paths that were supported included the positive direct effects of educational intentions/commitment on academic and social integration and the negative impact of external commitments on social integration. Significant structural differences were not present in the measurement of model constructs or the process of educational outcomes among lowest, lower to middle, and middle to upper SES groups.  相似文献   

12.
We adopted a trans-contextual model of motivation to examine the processes by which school students' perceived autonomy support (defined as students' perceptions that their teachers' support their autonomous or self-determined motivation) and autonomous forms of motivation (defined as motivation to act out of a sense of choice, ownership, and personal agency) toward mathematics activities in an educational context predict autonomous motivation and intentions toward mathematics homework, and actual mathematics homework behavior and attainment, as measured by homework grades, in an out-of-school context. A three-wave prospective study design was adopted. High-school students (N = 216) completed self-report measures of perceived autonomy support and autonomous forms of motivation toward mathematics activities in school in the first wave of data collection. One-week later, participants completed measures of autonomous forms of motivation, attitudes, subjective norms, perceived behavioral control, and intentions with respect to mathematics homework outside school. Students' self-reported homework behavior and homework grades from students' class teachers were collected 5-weeks later. A structural equation model supported model hypotheses. Perceived autonomy support and autonomous forms of motivation toward mathematics activities in school were related to autonomous forms of motivation toward mathematics homework outside of school. Autonomous forms of motivation toward mathematics homework predicted intentions to do mathematics homework mediated by attitudes, subjective norms and perceived behavioral control. Intentions predicted self-reported mathematics homework behavior and mathematics homework grades. Perceived autonomy support and autonomous forms of motivation toward mathematics in school had statistically significant indirect effects on mathematics homework intentions mediated by the motivational sequence of the model. Results provide preliminary support for the model and evidence that autonomous motivation toward mathematics activities in the classroom is linked with autonomous motivation, intention, behavior and actual attainment in mathematics homework outside of school.  相似文献   

13.
Elementary teachers often hold inaccurate beliefs about the Nature of Science (NoS) and have negative attitudes toward science and mathematics. Using a pre-post design, the current study examined beliefs about the NoS, attitudes toward science and mathematics, and beliefs about the teaching of mathematics and science in a large sample study (N = 343) of pre-service teachers receiving a curriculum-wide intervention to improve these factors in comparison with Science, Technology, Engineering, and Mathematics (STEM) and non-STEM majors in other physics courses (N = 6697) who did not receive the intervention, over a 10-year period. Pre-service teachers evidenced initially more negative attitudes about mathematics and science than STEM majors and slightly more positive attitudes than non-STEM majors. Their attitudes toward mathematics and science and beliefs about the NoS were more similar to non-STEM than STEM majors. Pre-service teachers initially evidenced more positive beliefs about the teaching of mathematics and science, and their beliefs even increased slightly over the course of the semester, while these beliefs in other groups remained the same. Beliefs about the NoS and the teaching of mathematics and science were significantly negatively correlated for STEM and non-STEM majors, but were not significantly correlated for pre-service teachers. Beliefs about the NoS and attitudes toward mathematics and science were significantly positively correlated for both pre-service teachers and STEM students pursing the most mathematically demanding STEM majors. Attitudes toward science and mathematics were significantly positively correlated with accurate beliefs about the teaching of mathematics and science for all student groups.  相似文献   

14.
By means of an international comparison, the research presented in the article aims to identify supporting and hindering school level factors for the use of ICT in secondary school mathematics lessons. The relationship between ICT use and the performance of Grade 9 students in mathematics is examined and further integrated into a multi-level model including school level factors. Against the background of a theoretical allocation (1) the IT equipment of schools, (2) school leadership, (3) aspects of school goals and educational strategies as well as (4) teachers’ attitudes will be analyzed by means of a multi-level regression model as well as a multi-level path model including the mathematics achievement of students as measured in the context of PISA 2012. Representative school and student data from five countries, namely Australia, Germany, the Netherlands, Norway and Singapore are taken into consideration, as the integration of ICT in teaching and learning is firmly emphasized in these countries (overall 24,579 students in 1263 schools). By modeling the complex structure, school characteristics are examined with respect to their effect on the use of ICT for mathematics teaching. Moreover, the relation between different factors and students’ mathematics achievement will be synchronously assessed in the different educational systems. The results show that characteristics at school level do play a major role in the integration of ICT into teaching and learning and turn out to be relevant across the educational systems. In addition to further in-depth country-specific findings, the results point to cross-national future challenges in the field of using technologies to enhance teaching and learning.  相似文献   

15.
The purpose of the present study is to explore the relationship between family socioeconomic status and mathematics performance on the base of a multi-level analysis involving a large sample of Chinese primary school students. A weak relationship is found between socioeconomic status and performance in the Chinese context. The relationship does not follow a linear, but a quadratic curve, implying that students from a disadvantaged family and higher socioeconomic background have a higher probability to attain higher mathematics scores. This can be explained on the basis of Chinese cultural beliefs about education, exams and social class mobility. Moreover, the aggregated socioeconomic status at the school level seems to moderate in the relation between individual SES and academic performance. This suggests that individuals from a disadvantaged family will achieve higher in the school with a higher family socioeconomic status than students who are enrolled in schools with a lower and average family socioeconomic status.  相似文献   

16.
This article discusses an approach to teacher belief systems which casts an eye away from cognitive constructs toward sociological constructs to complement existing ideas about the nature and genesis of beliefs. I offer some theoretical ideas for extending the notion of beliefs and describe two contrasting senior mathematics teachers, conceptualising the basis for their differences. These differences move away from beliefs about mathematics, toward ideological and discursive positions which in turn construct the nature of beliefs about teaching and learning.  相似文献   

17.
The mathematics classroom in Beijing,Hong Kong and London   总被引：3，自引：0，他引：3  
This paper reports a classroom observation study which intends to characterise the instructional practices in junior secondary mathematics classrooms in Beijing, Hong Kong and London, focusing on the different cultural beliefs pertaining to mathematics and mathematics teaching and learning between the Chinese and Western cultures. The results show that there are striking differences in classroom practices between the three places, and the differences seem to be related to the differences in attitudes towards mathematics and mathematics teaching and learning. The findings point to the potential of the cultural perspective in interpreting results of comparative curriculum studies.  相似文献   

18.
This study investigated 481 in-service elementary teachers’ level of mathematical content knowledge, attitudes toward mathematics, beliefs about the effectiveness of inquiry-based instruction, use of inquiry-based instruction and modeled the relationship among these variables. Upper elementary teachers (grades 3–5) were found to have greater content knowledge and more positive attitudes toward mathematics than primary teachers (grades K-2). There was no difference in teachers’ beliefs about effective instruction, but primary level teachers were found to use inquiry-based instruction more frequently than upper elementary teachers. Consistent with Ernest’s [Ernest (1989). The knowledge, beliefs and attitudes of the mathematics teacher: A model. Journal of Education for Teaching, 15(1), 13–33] model of mathematics teaching, content knowledge, attitudes, and beliefs were all found to be related to teachers’ instructional practice. Furthermore, beliefs were found to partially mediate the effects of content knowledge and attitudes on instructional practice. Content knowledge was found to be negatively related to beliefs in the effectiveness of inquiry-based instruction and teachers’ use of inquiry-based instruction in their classrooms. However, overall, teachers with more positive attitudes toward mathematics were more likely to believe in the effectiveness of inquiry-based instruction and use it more frequently in their classroom. Teacher beliefs were found to have the strongest effect on teachers’ practice. Implications for the goals and objectives of elementary mathematics methods courses and professional development are discussed.
Jesse L. M. WilkinsEmail:
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19.

Pedagogical beliefs are a critical factor in terms of integrating technology into teaching, but very few technology acceptance models (TAMs) have considered them. Hence, this study aims to extend the TAM by incorporating pre-service teachers’ conception of teaching and learning. The revised model examined the influence of pre-service mathematics teachers’ constructivist and traditional pedagogical beliefs on their technology acceptance through perceived ease of use, perceived usefulness, attitude toward technology, and behavioral intention to use. Survey data were collected from 714 pre-service mathematics teachers in Turkey and analyzed through path analysis. The results showed that pre-service mathematics teachers’ pedagogical beliefs were more constructivist-oriented than traditional-oriented, and constructivist beliefs had a significant influence on the components of the TAM. On the other hand, pre-service teachers’ traditional-oriented beliefs did not influence their perceived usefulness of and attitudes toward technology but had positive effects on perceived ease of use. Implications for pre-service mathematics teacher education were discussed.

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20.
In general, studies on gender and mathematics show that the advantage held by boys over girls in mathematics achievement has diminished markedly over the last 40 years. Some researchers even argue that gender differences in mathematics achievement are no longer a relevant issue. However, the results of the Trends in Mathematics and Science Study of 2003 (TIMSS-2003), as well as the participation rates of girls in (advanced) mathematics courses, show that in some countries, such as the Netherlands, gender equity in mathematics is still far from a reality. Research on gender and mathematics is often limited to the relationship between gender differences in attitudes toward mathematics and gender differences in mathematics achievement. In school effectiveness research, theories and empirical evidence emphasize the importance of certain school and class characteristics (e.g., strong educational leadership, safe and orderly learning climate) for achievement and attitudes. However, there is little information available at to whether these factors have the same or a different influence on the achievement of girls and boys. This study used the Dutch data from TIMSS-2003 to explore the relationship between school- and class characteristics and the mathematics achievement and attitudes for both girls and boys in Grade 4 of the primary school. The explorations documented in this paper were guided by a conceptual model of concentric circles and involved multilevel analyses. Interaction effects with gender were assessed for each influencing factor that turned out to have a significant effect. The results of these analyses provide additional insight into the influence that non-school-related and school-related factors have on the mathematics achievement and attitudes of girls and boys.  相似文献   

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