Effects of an Ancient Chinese Mathematics Enrichment Programme on Secondary School Students’ Achievement in Mathematics

Ancient Chinese mathematics has been the focus of many research studies and scholarly works from a historical perspective. However, no move has been made to investigate its role in the teaching and learning of mathematics. This pilot study examined the effects of an Ancient Chinese Mathematics Enrichment Programme (ACMEP) on the academic achievement of second year students from a secondary school in Singapore—a strand of a principal study which had the intent of investigating possible roles of ancient Chinese mathematics in the Singapore secondary school mathematics curriculum. Analysis of covariance was used to examine the difference in mean scores on a variety of formal assessments in mathematics between students who participated in the ACMEP and those who did not. In addition, scores on formal assessments of other relevant subjects were analyzed to further investigate ACMEP’s scope of influence.     

Educational Achievement of Immigrant Adolescents in Spain: Do Gender and Region of Origin Matter?

This study explores the educational achievement of immigrant youth in Spain employing data from 3 waves of the Longitudinal Study of Families and Childhood (Pànel de Famílies i Infància), a representative sample of children in Catalonia first interviewed at ages 13-16 in 2006 (N = 2,710). Results suggest consistent disadvantage in achievement among first-generation students. Differences in achievement between the second and third generations are apparent in bivariate analyses, but are explained by observable characteristics in multivariate analyses. Gender-specific analyses uncover a large achievement gap between first-generation girls and their third-generation counterparts, but no equivalent gap for boys. Region-of-origin differences are modest, with the exception of Latin American adolescents who exhibit the lowest educational outcomes. The significance of perceptions about school on achievement are discussed.     

Testing Stereotype Threat: Does Anxiety Explain Race and Sex Differences in Achievement?

Steele's (1992, 1997) stereotype-threat theory attempts to explain underperformance of minority students in academic domains and of women in mathematics. Steele argues that situational self-relevance of negative group stereotypes in testing situations increases the anxiety these students experience and that these differential anxiety levels explain performance differences. Research shows that manipulation of stereotype threat can affect academic performance. However, there has been little research testing whether anxiety does at least partially explain the relationship between race and achievement. The goal of this study was to examine whether anxiety will explain racial differences in academic performance and gender differences in math performance in the context of a nationally representative sample of high school seniors. Partial mediation was observed, with anxiety explaining significant portions of the racial differences in academic performance. Anxiety also partially explained sex differences in math achievement, although the effect sizes were very small. These results provide general support for Steele's stereotype-threat hypothesis.     

Using Variables in School Mathematics: Do School Mathematics Curricula Provide Support for Teachers?

This study employed content analysis to examine 3 popular middle-grades mathematics curricula in the USA on the support they provide for teachers to implement concepts associated with variables in school mathematics. The results indicate that each of the 3 curricula provides some type of support for teachers, but in a varied amount and quality. More specifically, whereas the University of Chicago School Mathematics Project (UCSMP) curriculum provides support for teachers on several aspects of using variables in school mathematics, the support found in the Connected Mathematics 2 and the Math Connects curricula focused mainly on one conception of variables—namely, the use of variables as quantity that varies in the Connected Mathematics 2 curriculum and the use of variables as specific unknowns in the Math Connects curriculum. Overall, the UCSMP curriculum provides the most support for teachers, followed by the Connected Mathematics 2 curriculum, with the Math Connects curriculum recording the least support for teachers to enact variable concepts. It is worth pointing out that, although the 3 curricula collectively provide guidance for teachers to implement variable ideas within meaningful real-world contexts, the supports identified in the respective curriculum were not sufficient in addressing all of the areas that are essential for teaching the many concepts associated with variables in school mathematics effectively. Recommendations for curriculum developers and for international researchers with interest in the roles of variables in school mathematics are provided.     

When and How Do Students Benefit From Ethnic Diversity in Middle School?

The effects of school‐based ethnic diversity on student well‐being and race‐related views were examined during the first year in middle school. To capture the dynamic nature of ethnic exposure, diversity was assessed both at the school‐level (n = 26) and based on academic course enrollments of African American, Asian, Latino, and White students (n = 4,302; M = 11.33 years). Across all four pan‐ethnic groups, school‐level ethnic diversity was associated with lower sense of vulnerability (i.e., feeling safer, less victimized, and less lonely) as well as perceptions of teachers’ fair and equal treatment of ethnic groups and lower out‐group distance. Underscoring the role of individual experiences, exposure to diversity in academic classes moderated the association between school‐level diversity and the two aforementioned race‐related views.     

The Relationship Between Students’ Achievement and Early School Leaving in Rural Vietnam

Abstract

I am interested in understanding why resolving the key dilemma of redistribution and recognition of difference has proved to be so difficult. In this article I analyse the history of gender equity reform in relation to difference, with particular emphasis on Indigenous issues, applying recent theoretical understandings about equity and difference. The article documents how discourses of difference were framed and addressed in four major gender equity policy documents produced at the national level in Australia. In particular there is an emphasis on how the redistribution‐recognition dilemma is handled in the documents.     

A Meta-analysis of the Effects of Computer Technology on School Students’ Mathematics Learning

This study examines the impact of computer technology (CT) on mathematics education in K-12 classrooms through a systematic review of existing literature. A meta-analysis of 85 independent effect sizes extracted from 46 primary studies involving a total of 36,793 learners indicated statistically significant positive effects of CT on mathematics achievement. In addition, several characteristics of primary studies were identified as having effects. For example, CT showed advantage in promoting mathematics achievement of elementary over secondary school students. As well, CT showed larger effects on the mathematics achievement of special need students than that of general education students, the positive effect of CT was greater when combined with a constructivist approach to teaching than with a traditional approach to teaching, and studies that used non-standardized tests as measures of mathematics achievement reported larger effects of CT than studies that used standardized tests. The weighted least squares univariate and multiple regression analyses indicated that mathematics achievement could be accounted for by a few technology, implementation and learner characteristics in the studies.     

Student Achievement for Whom? High-performing and Still ‘Playing the Game,’ the Meaning of School Achievement Among High Achieving African American Students

The preponderance of the research on African American students has generally focused on issues of school failure and underperformance. While the literature on high achieving Black students is sparse, very little is known about these students’ school experiences and the meanings that they assign to achievement. Using student-based inquiry research, this study investigates the meaning of school achievement among high-performing African Americans. The findings reveal that the students were not convinced that standardized examinations, and to a lesser extent course grades, were accurate or valid measures of achievement. Thus, they challenged the dominant achievement paradigm and created their own sense of school success, which included social dimensions such as community involvement and personal growth and development. Although collectively the students concluded that standardized exams and grades were not achievement or accurate measures of achievement, yet they clearly knew how to ‘play the game.’ While students must meet the norms of standardized measures and end-of-course testing related to the Common Core, schools can respond to their diverse assessment needs by incorporating broader measures that include, but are not limited to standardized tests. The findings of this study and student recommendations have great implications for teacher education and student assessment.     

How are Developmentally Appropriate or Traditional Teaching Practices Related to the Mathematics Achievement of General and Special Education Students?

Recently, developmentally appropriate practices have been distinguished from traditional practices and have been advocated as one way to reform primary general education classrooms. Relatively little research has examined the efficacy of developmentally appropriate versus traditional practices. In particular, concerns have been raised about the effectiveness of this approach for students with disabilities. This study examined the relationship between primary teachers' implementation of developmentally appropriate and traditional teaching methods and the mathematics achievement of general and special education students. Observations, interviews and questionnaires were used to measure the mathematics teaching practices used with general and special education students. Because developmentally appropriate and traditional teaching practices are often characterized in terms of a continuum, principal components methods were used to generate continuous composite variables that described teacher presentation, materials, grouping, and curriculum. The outcome measure was a curriculum- based measure of mathematics achievement. Principal components results showed that the composite variables most clearly associated with the developmentally appropriate v. traditional continuum were not related to mathematics achievement. Instead, consistent with previous research, achievement was associated with a reported measure of instruction that emphasized mathematical processing and strategy instruction. Further, a reported "laissez faire" method that emphasized individual student choice and treated special education students like general education students was negatively related to achievement, as was placement in special education class.     

Grade Level Differences in High School Students’ Conceptions of and Motives for Learning Science

Research in Science Education - Students’ conceptions of learning science and their relations with motive for learning may vary as the education level increases. This study aimed to compare...     

Do Homework Assignments Enhance Achievement? A Multilevel Analysis in 7th-Grade Mathematics

In discussions of possible remedies for educational deficits in Western industrialized countries, the issue of homework frequently attracts considerable attention, although there is still a lack of strong empirical support for the homework–achievement relation. In the present study, repeated-measurement data collected from 1976 German 7th-graders in 125 classes were analyzed to investigate the role of homework in enhancing mathematics achievement. Intelligence, SES, motivation, and type of secondary school were controlled. The frequency of homework assignments had a positive effect on math achievement gains, whereas lengthy homework assignments had a negative, albeit nonsignificant, effect on achievement gains. However, the effect of homework length interacted significantly with individual achievement level, suggesting that extensive homework assignments tended to reduce intraclass achievement variability. Monitoring of homework completion did not contribute significantly to achievement gains. Methodological implications for homework research are discussed.     

Engaging Primary School Students in Mathematics: Can iPads Make a Difference?

Research on the impact of the integration of technologies such as iPads on primary students’ attitudes and engagement in mathematics is limited. Further, there have been claims that teachers’ pedagogical choices can strongly influence the effectiveness of iPads for engaging students in mathematics. This paper presents an investigation of the influence of teaching and learning mathematics with iPads on students’ attitudes and engagement in mathematics. The participants in this study were students in a large urban primary school, implementing an iPad program for teaching and learning across the curriculum. Surveys with five-point Likert-type items were used to measure students’ attitudes to mathematics. Students from Years 2 to 6 completed the survey at the beginning and end of two consecutive school years. Survey results suggested that iPad use in mathematics has the potential to impact positively on students’ attitudes to mathematics. At the end of the second year of the study, semi-structured interviews were conducted with teachers and students. The interview responses confirmed that iPads had a positive influence on students’ engagement and attitudes to mathematics, and that the pedagogical approaches utilised by teachers for embedding iPads in their mathematics lessons contributed positively to these outcomes.     

Participation in Advanced Mathematics: Do Expectation and Influence of Students, Peers, Teachers, and Parents Matter?

Using six waves of data (Grades 7 through 12) from the Longitudinal Study of American Youth (LSAY), this study investigated the effects of expectation and influence of students, peers, teachers, and parents on participation in advanced mathematics. Results of survival analysis indicated a significant decline in participation rate in the transition from Grades 11 to 12. Students with higher future expectation were more likely to participate in advanced mathematics. Peer influence and teacher expectation did not have strong effects, and the effect of student future expectation was independent of peer and teacher effects. The effect of parent expectation and parent college plan for children were strong, and in their presence, the effect of student future expectation declined. Mathematics achievement and attitude toward mathematics were the most important factors affecting participation in advanced mathematics. With control over achievement and attitude, (a) the effect of student future expectation declined, (b) the effects of peer influence and teacher expectation disappeared, and (c) the effects of parent expectation and parent college plan for children were reduced. Copyright 2001 Academic Press.     

Do College Students Use Online Self-Help? A Survey of Intentions and Use of Mental Health Resources

Online self-help may help increase the reach of mental health services for college students, but little research has examined students’ actual interest/use of these resources. An online survey of 389 college students examined intentions and use of online mental health resources as compared with other support options. Findings indicated the highest intentions/use of informal supports (e.g., parents, friends) for mental health problems and lowest intentions/use for online self-help. However, a subset of students showed a preference for online self-help over other forms of support. Participants were also more likely to request online self-help resources (21%) than in-person therapy resources (9%) when offered these options. Reported barriers were also identified for using mobile applications (apps) specifically (e.g., stigma, credibility, privacy). Overall, results suggest mixed findings and relatively low interest for use of online self-help among college students, while highlighting potential barriers that might be addressed to increase engagement.     

What Mathematics Education May Prepare Students for the Society of the Future?

This paper attempts to engage the field in a discussion about what mathematics is needed for students to engage in society, especially with an increase in technology and digitalization. In this respect, mathematics holds a special place in STEM as machines do most of the calculations that students are taught in K-12. We raise questions about what mathematical proficiency means in today’s world and what shifts need to be made in both content and pedagogy to prepare students for 21st Century Skills and mathematical reasoning.     

Students’ Motivation in the Mathematics Classroom. Revealing Causes and Consequences

Students’ affective domain has been popular in the mathematics education community in an ongoing attempt to understand students’ learning behavior. Specifically, enhancing students’ motivation in the mathematics classroom is an important issue for teachers and researchers, due to its relation to students’ behavior and achievement. This paper utilized achievement goal theory—an important theoretical prospect on students’ motivation in school settings—to investigate the existence of a model presenting the relation between motivation and other affective constructs and students’ performance in mathematics. In this regard, two types of tests were administered to 321 sixth grade students measuring their motivation and other affective constructs and their performance in mathematics. Using structural equation modeling, we examined the associations among the affective constructs, motivation, and the extent to which these constructs influence students’ performance and interest in mathematics. The data revealed that students’ performance and their interest in mathematics were influenced by fear of failure, self-efficacy beliefs, and achievement goals. We discuss these findings in terms of teaching implications in the mathematics classroom.