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Article
Publication date: 8 March 2024

Hisham Hanfy Ayob and Tarek Ibrahim Hamada

This study was done to compare the modes of teaching mathematics in higher education in the United Arab Emirates (UAE). The three teaching methods were used as follow: before…

Abstract

Purpose

This study was done to compare the modes of teaching mathematics in higher education in the United Arab Emirates (UAE). The three teaching methods were used as follow: before, during and after the COVID-19 pandemic. The three teaching methods are: (1). Normal on-campus face-to-face teaching and learning activity before the COVID-19 pandemic. (2). Full online teaching and learning activity during the COVID-19 pandemic. (3). Blended teaching and learning activity after the COVID-19 pandemic.

Design/methodology/approach

Over the last few years, there has been a considerable amount of literature investigating the efficacy of the various delivery modes: on-campus delivery (face-to-face), online delivery and blended learning (hybrid), in helping college students improve their mathematical skills. However, the extent to which one learner learns best has been hotly debated among the researchers. Therefore, this study aims to compare the efficacy of implementing three teaching and learning delivery modes before, while, and after the COVID-19 pandemic: on-campus delivery (face-to-face), online delivery and blended learning (hybrid) on academic achievement in mathematics at a higher education institution in the UAE. The main research question explores whether there is a statistically significant difference (p = 0.05) in students’ academic based on the delivery methods: on-campus face-to-face, online and blended learning. The participants in the study were students from one of the largest higher education institutions in the UAE, and all of them studied the same mathematics course before, during and after the COVID-19 pandemic. Student scores in the three academic semesters were thoroughly compared and analyzed using the ANOVA test to check if there is a significant difference between the three groups followed by a Tukey test to identify the significant difference in favor of which group. The results showed that there were significant differences in the mean scores in the students’ achievement in the mathematics courses favoring the blended learning delivery mode. The findings also show that the students’ achievement in mathematics using the on-campus face-to-face teaching and learning was better than the students’ achievement in mathematics using online teaching and learning delivery modes.

Findings

The main study question was: is there a statistical significant difference at the significance level (a = 0.05) in students’ achievements in mathematics courses at higher education in the UAE, which can be attributed to the method of teaching? The descriptive statistics reveal that the average student’s score in the final exam after the COVID-19 pandemic is 65.7 with a standard deviation of 16.65, which are higher than the average student’s score in the final exam before the COVID-19 pandemic of 58.7 with a standard deviation 20.53, and both are higher than the average students’ score in the final exam during the COVID-19 pandemic 51.8 with standard deviation 21.48. Then, the ANOVA test reveals that there is a statistically significant difference between the three groups in the final exam marks. The researchers used the multiple comparison tests (Tukey test) to determine the difference. The Tukey test reveals that there is a statically significant difference between the average students’ score in the final exam after the COVID-19 pandemic and the average students’ score in the final exam during the COVID-19 pandemic, where p = 0.015 < 0.05 as well as there is a statically significant difference between the average students’ score in the final exam after the COVID-19 pandemic and the average students’ score in the final exam before the COVID-19 pandemic, where p = 0.000 < 0.05 in favor of the average students’ score in the final exam after the COVID-19 pandemic. On the other hand, there is a statically significant difference between the average students’ score in the final exam before the COVID-19 pandemic and the average students’ score in the final exam during the COVID-19 pandemic, where p = 0.016 < 0.05 in favor of the average students’ score in the final exam before the COVID-19 pandemic.

Research limitations/implications

There are several limitations that may reduce the possibility of generalizing the expected results of the current study to students outside the study population: (1) The study is limited to students of a federally funded postsecondary education institution in the UAE, in which most students are studying in their non-native language. (2) The study is limited to the mathematics courses. (3) The achievement test used in the study is a standardized test developed by the college as a cross-campus summative assessment.

Practical implications

The hybrid education model, also known as blended learning, combines traditional face-to-face instruction with online learning components. When applied to teaching mathematics in higher education, this approach can have several implications and benefits. Here are some key points supported by references: (1) Enhanced Accessibility and Flexibility: hybrid models offer flexibility in learning, allowing students to access course materials, lectures and resources online. This flexibility can accommodate diverse learning styles and preferences. A study by Means et al. (2013) in “Evaluation of Evidence-Based Practices in Online Learning” highlights how blended learning can improve accessibility and engagement for students in higher education. (2) Personalized Learning Experience: by incorporating online resources, instructors can create a more personalized learning experience. Adaptive learning platforms and online quizzes can provide tailored feedback and adaptive content based on individual student needs (Freeman et al., 2017). This individualization can improve student performance and understanding of mathematical concepts. (3) Increased Student Engagement: the integration of online components, such as interactive simulations, videos and discussion forums, can enhance student engagement and participation (Bonk and Graham, 2012). Engaged students tend to have better learning outcomes in mathematics. (4) Improved Assessment and Feedback Mechanisms: hybrid models allow for the implementation of various assessment tools, including online quizzes, instant feedback mechanisms and data analytics, which can aid instructors in monitoring students’ progress more effectively (Means et al., 2013). This timely feedback loop can help students identify areas needing improvement and reinforce their understanding of mathematical concepts. (5) Cost-Effectiveness and Resource Optimization: integrating online materials can potentially reduce overall instructional costs by optimizing resources and enabling efficient use of classroom time (Graham, 2013). (6) Challenges and Considerations: despite the benefits, challenges such as technological barriers, designing effective online materials and ensuring equitable access for all students need to be addressed (Garrison and Vaughan, 2014). It requires thoughtful course design and continuous support for both students and instructors. When implementing a hybrid education model in teaching mathematics, instructors should consider pedagogical strategies, technological infrastructure and ongoing support mechanisms for students and faculty.

Originality/value

The research is the first research in the UAE to discuss the difference in teaching mathematics in higher education before, during and after the COVID-19 pandemic.

Details

Journal of Applied Research in Higher Education, vol. ahead-of-print no. ahead-of-print
Type: Research Article
ISSN: 2050-7003

Keywords

Article
Publication date: 1 April 1982

MICHAEL PENNY

In March 1978 the Labour Government announced that it was to establish an Inquiry to consider the teaching of Mathematics in primary and secondary schools in England and Wales

Abstract

In March 1978 the Labour Government announced that it was to establish an Inquiry to consider the teaching of Mathematics in primary and secondary schools in England and Wales, with particular regard to its effectiveness and intelligibility, and to the match between the mathematical curriculum and the skills required in further education, employment and adult life generally. There was a new breeze blowing from the office of the Secretary of State for Education and Science. Schools Council, the customary mouthpiece of the Department of Education and Science, had produced numerous working papers containing many suggestions about what should be taught in schools and how it should be taught.

Details

Industrial and Commercial Training, vol. 14 no. 4
Type: Research Article
ISSN: 0019-7858

Article
Publication date: 1 December 2006

Pooran Wynarczyk

This paper seeks to record an interview about Abbe Herzig's journey in mathematics education, career, research and practice. Abbe Herzig's passion and love for mathematics began…

648

Abstract

Purpose

This paper seeks to record an interview about Abbe Herzig's journey in mathematics education, career, research and practice. Abbe Herzig's passion and love for mathematics began at her childhood. Although at some points in her life, due to personal and professional reasons explained below, she left mathematics education and teaching, she returned to the mathematics discipline, not as a mathematician but as an education scholar. As such, she was able to investigate those aspects of the disciplinary culture of mathematics that turns so many women away and to help formulate ways that the mathematics community can make the subject a more inclusive endeavor. She has developed courses and programmes to help diverse populations of young people discover the relevance of mathematics and science to their interests and realities. Herzig is in the midst of a major six‐year research programme, funded by the USA National Science Foundation, concerned with women and students of colour in the postgraduate mathematical sciences.

Design/methodology/approach

This article is based on citations, discussion and interview with Abbe Herzig conducted in October 2006.

Findings

In one of her research studies, Abbe found that among mathematics faculty in one doctoral program their belief in talent moved the structure of doctoral education away from one of mentoring students to become mathematicians to one in which the faculty emphasized filtering out students not possessing the prerequisite dedication or talent. Mathematics is generally regarded as an objective field of knowledge, in which mathematicians work to discover truths about the natural world. In a more recent publication, Herzig has criticized the mathematics “pipeline” metaphor, as she believes it implies that students are passive actors in their education, reacting to “encountering a crack in the pipe”.

Originality/value

This is a unique profile of an internationally recognised scholar in the field of the diversity in mathematics. Herzig is a remarkable role model for women who wish to embark not only on mathematics education and profession, but other women too.

Details

Equal Opportunities International, vol. 25 no. 8
Type: Research Article
ISSN: 0261-0159

Keywords

Open Access
Article
Publication date: 29 January 2024

Odiri E. Onoshakpokaiye

The study’s objective was to ascertain the connection between secondary school students' test anxiety, academic self-concept, motivation and academic performance in mathematics

Abstract

Purpose

The study’s objective was to ascertain the connection between secondary school students' test anxiety, academic self-concept, motivation and academic performance in mathematics. The difference between the academic performances of male and female secondary school students who exhibit high and low test anxiety, academic self-concept and motivation levels in mathematics.

Design/methodology/approach

Four hypotheses and four research questions were adopted. The design is a correlation. 42,299 mathematics students in senior school year two (SS2) made up the research population. A sample of 1,650 students was selected through a multi-stage sampling procedure. The main instruments used were the Mathematics Test Anxiety Questionnaire (MTAQ), Academic Self-Concept Questionnaire (ASQ) and Academic Motivation Questionnaire (AMQ) and students’ math scores. These instruments were validated by three experts and the reliability coefficients of 0.69, 0.68 and 0.68 were obtained for MTAQ, ASQ and AMQ, respectively, using Cronbach alpha. Pearson product moment correlation was used to analyze the data.

Findings

The study’s results showed a correlation between secondary school students' academic performance in mathematics and test anxiety, academic self-concept and motivation. There was a significant difference between secondary school male and female students' test anxiety; there was a significant difference between secondary school male and female students' self-concept and academic performance in mathematics, and there was a significant difference between secondary school male and female students' motivation and academic performance in mathematics.

Originality/value

The major contribution of this study is to investigate the connection between test anxiety, academic self-concept motivation and students’ mathematics performance. There is a difference between psychological variables, gender and mathematics performance.

Details

Arab Gulf Journal of Scientific Research, vol. ahead-of-print no. ahead-of-print
Type: Research Article
ISSN: 1985-9899

Keywords

Book part
Publication date: 19 May 2009

Alexander W. Wiseman, David P. Baker, Catherine Riegle-Crumb and Francisco O. Ramirez

Prior research shows that stratification of future adult opportunities influences stratification in the academic performance of students. This perspective is used to generate…

Abstract

Prior research shows that stratification of future adult opportunities influences stratification in the academic performance of students. This perspective is used to generate hypotheses regarding the sources of cross-national gender differences in mathematics performance. These hypotheses are tested using multivariate and multilevel analyses of adult opportunities for women and cross-national differences in mathematics performance by gender. This future opportunity perspective is expanded to take into account the historical incorporation of women in modern nation-states through institutionalized mass schooling emphasizing egalitarian ideals. Results indicate a cross-national shift in the direction of less gender inequality in overall school mathematics performance. However, gender inequality is more evident in the advanced 12th grade mathematics. The results of a more specialized analysis of the advanced 12th grade mathematics are compared with the earlier findings regarding mathematics performance.

Details

Gender, Equality and Education from International and Comparative Perspectives
Type: Book
ISBN: 978-1-84855-094-0

Book part
Publication date: 3 July 2018

Munira Al Wahaibi and Asila Al-Ma’awali

This paper sheds light on one of the educational projects that was launched by Ministry of Education (MOE) in Oman in the academic year 2007–2008. The project, which is called the…

Abstract

This paper sheds light on one of the educational projects that was launched by Ministry of Education (MOE) in Oman in the academic year 2007–2008. The project, which is called the “Cognitive Development Program for Students in Science, Mathematics, and Concepts of Environmental Geography”, was introduced in 741 government schools in response to the low national score in Trends in International Mathematics and Science Study (TIMSS) 2007. Hence, the main aim of the program is to develop the students’ science and mathematics capabilities in order to improve their levels in mathematics and science and to give further emphasis to these skills that form the basis of the rapidly changing world. This paper endeavors to acquaint the Gulf Cooperation Council countries with the nature of this program. It also focuses on the impact this program has on mathematics and science teachers’ and on students’ achievements in mathematics, science, and concepts of environmental geography. To achieve this goal, two questionnaires – one for teachers and the other for students – are conducted to measure the effectiveness of the Cognitive Development Program from teachers’ and students’ perspectives. The results of the questionnaires showed that the program has remarkably affected both teachers and students. One of the positive effects of this program was that it has encouraged the teachers to be always updated about what is new in these subject areas and the students are exposed to questions that test their synthesis. However, there are a number of drawbacks to this program from teachers’ and students’ perspectives. Constructive feedback for the program developers and supervisors in the MOE to base improvement is provided.

Details

Cross-nationally Comparative, Evidence-based Educational Policymaking and Reform
Type: Book
ISBN: 978-1-78743-767-8

Keywords

Book part
Publication date: 30 December 2011

Yujing Ni, Qiong Li, Xiaoqing Li and Jun Zou

This chapter provides a synthesis of the research project which investigated whether or not the most recent mathematics curriculum reform has reached the classroom and influenced…

Abstract

This chapter provides a synthesis of the research project which investigated whether or not the most recent mathematics curriculum reform has reached the classroom and influenced classroom practice and student learning in the mainland China. Three types of evidence for change as a result of the curriculum reform were examined. These included the beliefs and perceptions of teachers about learning and teaching mathematics, the cognitive features of learning tasks and of classroom interaction that were implemented in classroom, and student learning outcomes. Two groups of elementary math teachers and their students participated in the study. One group had participated in the reform implementation in classroom for several years, and the other group had used the conventional curriculum when the project was conducted in 2005. About 150 videotaped class sessions were analyzed from 58 classrooms of the two groups. Survey methods were used to probe the changes in the beliefs and perceptions of teachers about teaching and learning mathematics. The student learning outcomes were assessed for three times with multiple measures of mathematics achievement. Findings of the project provide the converging evidence that the curriculum reform has resulted in some of the expected changes. Reform teachers were more likely to hold a dynamic view of mathematics and to indicate the importance to provide students the learning opportunity to hypothesize, to proof, and to communicate in learning mathematics. The reform classrooms used more learning tasks with higher cognitive demands. The teachers in the reform classrooms asked more questions that required students to describe procedures leading to their answers and the students in the reform classrooms raised more questions in learning mathematics. Students of the reform classrooms showed to have achieved a relatively more balanced development in different cognitive areas of mathematics achievement.

Details

The Impact and Transformation of Education Policy in China
Type: Book
ISBN: 978-1-78052-186-2

Keywords

Book part
Publication date: 16 December 2016

Sébastien Lleo and Jessica Li

The purpose of this chapter is to study the mathematisation of finance – excessive use of mathematical models in finance – which has been widely blamed for the recent financial…

Abstract

The purpose of this chapter is to study the mathematisation of finance – excessive use of mathematical models in finance – which has been widely blamed for the recent financial and economic crisis. We argue that the problem might actually be the financialisation of mathematics, as evidenced by the gradual embedding of branches of mathematics into financial economics. The concept of embeddedness, originally proposed by Polanyi, is relevant to describe the sociological relationship between fields of knowledge. After exploring the relationship between mathematics, finance and economics since antiquity, we find that theoretical developments in the 1950s and 1970s lead directly to this embedding. The key implication of our findings is the realization that it has become necessary to disembed mathematics from finance and economics, and proposes a number of partial steps to facilitate this process. This chapter contributes to the debate on the mathematisation of finance by uniquely combining a historical approach, which chronicles the evolution of the relation between mathematics and finance, with a sociological approach from the perspective of Polyani’s concept of embedding.

Details

Finance and Economy for Society: Integrating Sustainability
Type: Book
ISBN: 978-1-78635-509-6

Keywords

Abstract

Details

Parental Engagement and Out-of-School Mathematics Learning
Type: Book
ISBN: 978-1-78769-705-8

Book part
Publication date: 25 September 2020

Emily Bouck and Rajiv Satsangi

Mathematics can be a challenging content area for all students and especially for students with disabilities. Assistive technology can support the access, participation and…

Abstract

Mathematics can be a challenging content area for all students and especially for students with disabilities. Assistive technology can support the access, participation and achievement of students with disabilities in mathematics in general and in inclusive mathematics settings in particular. In this chapter, assistive technology to academic and functional mathematics will be discussed; particularly, manipulatives, calculators and other technology-mediated mathematics interventions (e.g., apps or computer programs) will be highlighted.

Details

Assistive Technology to Support Inclusive Education
Type: Book
ISBN: 978-1-78769-520-7

Keywords

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