Results for 'Mathematics Study and teaching (Secondary)'

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  1.  47
    Two secondary teachers’ understanding and classroom practice of dialogic teaching: a case study.Janneke van de Pol, Sue Brindley & Rupert John Edward Higham - 2017 - Educational Studies 43 (5):497-515.
    Dialogic Teaching is effective in fostering student learning; yet, it is hard to implement. Little research focused on secondary teachers’ learning of DT and on the link between teachers’ understanding and practices, although these two are usually strongly intertwined. Using a wide range of evidence, this case study systematically investigated and compared two secondary teachers’ understanding and practice of DT during their participation in a continuing professional development programme. The CPDP appeared effective to some extent. The (...)
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  2.  50
    First‐year secondary school mathematics students' conceptions of mathematical proofs and proving.Savas Basturk - 2010 - Educational Studies 36 (3):283-298.
    The aim of this study is to investigate students’ conceptions about proof in mathematics and mathematics teaching. A five‐point Likert‐type questionnaire was administered in order to gather data. The sample of the study included 33 first‐year secondary school mathematics students . The data collected were analysed and interpreted using the methods of qualitative and quantitative analysis. The results have revealed that the students think that mathematical proof has an important place in mathematics (...)
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  3.  14
    The psychology of mathematics: a journey of personal mathematical empowerment for educators and curious minds.Anderson Norton - 2022 - New York, NY: Routledge.
    This book offers an innovative introduction to the psychological basis of mathematics and the nature of mathematical thinking and learning, using an approach that empowers students by fostering their own construction of mathematical structures. Through accessible and engaging writing, award-winning mathematician and educator Anderson Norton reframes mathematics as something that exists first in the minds of students, rather than something that exists first in a textbook. By exploring the psychological basis for mathematics at every level - including (...)
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  4.  12
    Teacher's and students' conceptions of mathematics: a.Kin-sum Lee & 李健深 - 2003 - Cognitive Science 3:355-366.
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  5.  11
    An evidence-based study on the current status of Chinese secondary school mathematics teachers’ autonomous learning capacity across demographic and contextual factors.Guangming Wang, Yueyuan Kang, Fengxian Li, Yiming Zhen, Xia Chen & Huixuan Huang - 2022 - Frontiers in Psychology 13.
    Autonomous learning capacity is a key competency that supports teachers’ professional development. In this study, a stratified sampling method was used to recruit 396 junior and senior high school mathematics teachers in T city, one of the provincial city in China. A questionnaire with high reliability and validity developed prior to the study by the researchers was employed to measure their autonomous learning capacity and differences across groups. Twelve teachers were then selected for interviews. The results showed (...)
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  6.  16
    The current situation and strategy of Olympic education for primary and secondary school students based on Science- Technology- Engineering- Art- Mathematics education in the context of physical literacy.Jia Li & Lei Yuan - 2022 - Frontiers in Psychology 13.
    The purpose of this paper is the influence of Science- Technology- Engineering- Art- Mathematics education on the Olympic education of primary and middle school students. The research object is the Beijing Olympic model school. The frame structure and educational concept of STEAM education are studied, and a questionnaire survey on the current situation of Olympic education is conducted. Finally, improvement measures based on the survey results are provided combined with STEAM education, and the teaching effect is analyzed. The (...)
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  7.  9
    Navigating Through Reasoning and Proof in Grades 9-12.Maurice Joseph Burke (ed.) - 2008 - National Council of Teachers of Mathematics.
    This book's activities highlight the important cycle of exploration, conjecture, and justification in all five mathematical strands. Students recognize patterns and make conjectures, learn the value of a counterexample, explore the strengths and weaknesses of visual proofs, discover the power of algebraic representations, and learn that theoretical approaches can substantiate empirical results. The supplemental CD-ROM features interactive electronic activities, master copies of activity pages for students, and additional readings for teachers. --publisher description.
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  8.  37
    Red Herrings: Post-14 ‘Best’ Mathematics Teaching and Curricula.Anne Watson - 2004 - British Journal of Educational Studies 52 (4):359-376.
    ABSTRACT: The Smith Report has generated central questions about the mathematics education of UK adolescents. This paper highlights the close match between the goals of school mathematics, adolescence and exploratory pedagogy. This is contrasted with the prescriptive nature of current regimes. In particular, without careful attention to pedagogy it is possible that the introduction of different pathways may lead to a failure to achieve the outcomes desired by employers and universities, and to inequity in provision for students.
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  9.  20
    Reality–Theoretical Models–Mathematics: A Ternary Perspective on Physics Lessons in Upper-Secondary School.Ricardo Karam - 2015 - Science & Education 24 (5-6):615-644.
    This article discusses the role of mathematics during physics lessons in upper-secondary school. Mathematics is an inherent part of theoretical models in physics and makes powerful predictions of natural phenomena possible. Ability to use both theoretical models and mathematics is central in physics. This paper takes as a starting point that the relations made during physics lessons between the three entities Reality, Theoretical models and Mathematics are of the outmost importance. A framework has been developed (...)
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  10.  19
    Investigating the Associations of Constructivist Beliefs and Classroom Climate on Teachers' Self-Efficacy Among Australian Secondary Mathematics Teachers.Fang Guangbao & Teo Timothy - 2021 - Frontiers in Psychology 12.
    This study examines the associations of constructivist beliefs and classroom climate on teachers' self-efficacy in instruction, classroom management, and student engagement among Australian secondary mathematics teachers. To do this, it uses the integrated model of teachers' self-efficacy with the concept of analysis of teaching tasks. The study uses structural equation modeling to analyze data from 495 mathematics teachers in the Teaching and Learning International Survey 2013. The results reveal the integrated model is a (...)
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  11.  21
    Factors influencing microgame adoption among secondary school mathematics teachers supported by structural equation modelling-based research.Tommy Tanu Wijaya, Yiming Cao, Martin Bernard, Imam Fitri Rahmadi, Zsolt Lavicza & Herman Dwi Surjono - 2022 - Frontiers in Psychology 13.
    Microgames are rapidly gaining increased attention and are highly being considered because of the technology-based media that enhances students’ learning interests and educational activities. Therefore, this study aims to develop a new construct through confirmatory factor analysis, to comprehensively understand the factors influencing the use of microgames in mathematics class. Participants of the study were the secondary school teachers in West Java, Indonesia, which had a 1-year training in microgames development. We applied a quantitative approach to (...)
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  12.  8
    Bildung und Mathematik.Alexander Israel Wittenberg - 1963 - Stuttgart,: E. Klett.
  13.  13
    Physical Exercise of Primary and Middle School Students From the Perspective of Educational Psychology and Parents’ Entrepreneurship Education.Chao Song, Sha Ge, Jingjing Xue & Wanxiang Yao - 2022 - Frontiers in Psychology 12.
    The study aims to help primary and secondary school students develop a good habit of physical exercise by exploring the current situation of physical exercise of primary and secondary school students and analyzing the factors affecting their physical exercise. Then, intervention strategies are figured out for different groups of students and help them develop a good habit of physical exercise. From the perspective of educational psychology and parents’ entrepreneurship education, the research on the physical exercise of primary (...)
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  14.  8
    Reclaiming Education: Renewing Schools and Universities in Contemporary Western Society.Catherine A. Runcie & David Brooks (eds.) - 2018 - Edwin H. Lowe Publishing.
    This book is a series of essays by distinguished scholars concerned with the improvement of primary, secondary, and tertiary studies, most especially in arts but also in mathematics and science. It is concerned with past ideas about education in Australia, most particularly with the traditions that have yielded an education that has proven most beneficial to Australia in terms of comparison with other countries; and it advocates and emphasises how this tradition can be maintained and improved in specific (...)
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  15.  14
    The Opinion of Teachers of Religious Culture and Ethics Course About Subject-Based Classroom Application.Şefika Mutlu - 2019 - Cumhuriyet İlahiyat Dergisi 23 (3):1209-1234.
    This study aims to determine the opinions of teachers of Religious Culture and Ethics Course (DKAB) about subject-based classroom application in-depth. The research has been carried from qualitative research methods with a case study design. In order to determine the working group of the study, criteria sampling was used in the first stage, and the maximum diversity sampling method was used in the next step. The sample of this research consists of 8 DKAB teachers working in Ankara (...)
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  16.  20
    Mario Pieri’s View of the Symbiotic Relationship between the Foundations and the Teaching of Elementary Geometry in the Context of the Early Twentieth Century Proposals for Pedagogical Reform.Elena Anne Corie Marchisotto & Ana Millán Gasca - 2021 - Philosophia Scientiae 25:157-183.
    In this paper, we discuss a proposal for reform in the teaching of Euclidean geometry that reveals the symbiotic relationship between axiomatics and pedagogy. We examine the role of intuition in this kind of reform, as expressed by Mario Pieri, a prominent member of the Schools of Peano and Segre at the University of Turin. We are well aware of the centuries of attention paid to the notion of intuition by mathematicians, mathematics educators, philosophers, psychologists, historians, and others. (...)
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  17.  15
    Creative Mathematical Reasoning: Does Need for Cognition Matter?Bert Jonsson, Julia Mossegård, Johan Lithner & Linnea Karlsson Wirebring - 2022 - Frontiers in Psychology 12.
    A large portion of mathematics education centers heavily around imitative reasoning and rote learning, raising concerns about students’ lack of deeper and conceptual understanding of mathematics. To address these concerns, there has been a growing focus on students learning and teachers teaching methods that aim to enhance conceptual understanding and problem-solving skills. One suggestion is allowing students to construct their own solution methods using creative mathematical reasoning, a method that in previous studies has been contrasted against algorithmic (...)
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  18.  94
    Teaching & learning guide for: What is at stake in the cartesian debates on the eternal truths?Patricia Easton - 2009 - Philosophy Compass 4 (5):880-884.
    Any study of the 'Scientific Revolution' and particularly Descartes' role in the debates surrounding the conception of nature (atoms and the void v. plenum theory, the role of mathematics and experiment in natural knowledge, the status and derivation of the laws of nature, the eternality and necessity of eternal truths, etc.) should be placed in the philosophical, scientific, theological, and sociological context of its time. Seventeenth-century debates concerning the nature of the eternal truths such as '2 + 2 (...)
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  19.  11
    La lesson study, une démarche de recherche collaborative en formation des enseignants?Daniel Martin & Anne Clerc-Georgy - 2017 - Revue Phronesis 6 (1-2):35-47.
    In the lesson study approach, researchers and teachers work together to solve teaching and learning problems identified by practitioners. This paper presents three examples of lesson study conducted with different audiences (primary and secondary) in mathematics and physics. The authors analyze the different postures built and adopted by researchers in each of these situations and try to identify some conditions and constraints more or less favorable to building a partnership between researchers and practitioners. The lesson (...)
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  20. Charting the course: A trend analysis of Mathematics competencies pre- pandemic.Juacris Vallejo, Starr Clyde Sebial, Ellen Vallejo & Juvie Sebial - 2023 - Science International Lahore 35 (2):157-160.
    This study aimed to investigate the longitudinal trends in mathematical competencies of Grade 8 students in a public high school located in Zamboanga del Sur, Philippines. The study collected data over a period of six academic years, allowing for a comprehensive analysis of students' performance in 16 distinct mathematical competences of basic education curriculum. These topics include, but are not limited to, special products and factors, factoring, and basic concepts of probability. Using a quantitative research design, the (...) analyzed both numerical and secondary data to identify patterns or trends in students' mathematical competencies. Trends were analyzed through regression analysis using slopes. The significance of these trends was then evaluated using t-tests for the standard error of slopes. The statistical analysis revealed significant upward trends in certain mathematical topics, indicating an improvement in the students' competencies over the six academic years. However, certain topics displayed downward or stable trends, indicating areas for improvement in the teaching methods used for these topics. The study highlights the importance of flexible and adaptable approaches to mathematics education. It emphasizes the need for constant evaluation and improvement of teaching methods to enhance student learning outcomes. The findings of this study provide valuable insights for educators and policymakers to guide evidence-based decision-making and improve the quality of mathematics education in the new normal setup. Implications and future research directions are incorporated in the study. (shrink)
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  21.  31
    Natural language semantics: formation and valuation.Brendan S. Gillon - 2019 - Cambridge, Massachussetts: The MIT Press.
    This textbook, which is completely self-contained and can be read by anyone with a secondary school education, is the result of the author's material prepared over the past 15 years of teaching introductory natural language semantics to graduate and undergraduate students at McGill University. The intended audience comprises undergraduate and graduate students in linguistics as well as those in philosophy, computer science and psychology with an interest in natural language semantics. The aim of the textbook is to teach (...)
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  22.  13
    Entre croyances et pratiques de futurs enseignants de mathématiques au secondaire : une relation perméable.Vanessa Hanin, Anaïs Laurent & Catherine Van Nieuwenhoven - 2021 - Revue Phronesis 10 (2-3):107-128.
    The stability of low student math scores has been a concern of education systems around the world for many years. While teaching practices are pointed out as a determining factor in student engagement and the quality of student learning, they are only the tip of the iceberg. Much work has shown that these practices are strongly colored by epistemological beliefs as well as by beliefs related to the teaching and learning of the school discipline under investigation. On this (...)
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  23.  19
    I Know I Can, but Do I Have the Time? The Role of Teachers’ Self-Efficacy and Perceived Time Constraints in Implementing Cognitive-Activation Strategies in Science.Nani Teig, Ronny Scherer & Trude Nilsen - 2019 - Frontiers in Psychology 10.
    Considerable research has demonstrated that teachers’ self-efficacy plays a major role in implementing instructional practices in classroom lessons. Only few studies, however, have examined the interplay between how teachers’ self-efficacy and the challenges that lie outside their influence are related to their implementation of cognitive-activation strategies (CAS), especially in science classrooms. Using the Trends in Mathematics and Science Study (TIMSS) 2015 data from Grades 4, 5, 8, and 9, we explored the extent to which teachers’ self-efficacy in (...) science and the perceived time constraints explained variation in the enactment of general and inquiry-based CAS. Overall, the findings revealed that highly self-efficacious teachers reported more frequent implementation of both general and inquiry-based CAS, whereas those who perceived strong time constraints reported a less frequent use of inquiry-based CAS. We further found that these relations differed significantly between primary- and secondary-school teachers and discuss these findings in light of teachers’ professional competences and the resources for science activities in primary and secondary education. We point to the theoretical implications of this study for enhancing the conceptual understanding of generic and specific aspects of CAS and the practical implications for teacher education, professional development, and educational policy. (shrink)
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  24. The Missing Link / Monument for the Distribution of Wealth (Johannesburg, 2010).Vincent W. J. Van Gerven Oei & Jonas Staal - 2011 - Continent 1 (4):242-252.
    continent. 1.4 (2011): 242—252. Introduction The following two works were produced by visual artist Jonas Staal and writer Vincent W.J. van Gerven Oei during a visit as artists in residence at The Bag Factory, Johannesburg, South Africa during the summer of 2010. Both works were produced in situ and comprised in both cases a public intervention conceived by Staal and a textual work conceived by Van Gerven Oei. It was their aim, in both cases, to produce complementary works that could (...)
     
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  25. Towards Pedagogy supporting Ethics in Analysis.Marie Oldfield - 2022 - Journal of Humanistic Mathematics 12 (2).
    Over the past few years we have seen an increasing number of legal proceedings related to inappropriately implemented technology. At the same time career paths have diverged from the foundation of statistics out to Data Scientist, Machine Learning and AI. All of these new branches being fundamentally branches of statistics and mathematics. This has meant that formal training has struggled to keep up with what is required in the plethora of new roles. Mathematics as a taught subject is (...)
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  26.  10
    TIC y enseñanza de las matemáticas en secundaria: Melilla.Hassan Hossein-Mohand & Hossein Hossein-Mohand - 2022 - Human Review. International Humanities Review / Revista Internacional de Humanidades 11 (3):1-11.
    The incorporation of technology by teachers as a teaching tool is a challenge. Our aim is to analyse whether ICT resources influence the use of pedagogical models and active methodologies by secondary school teachers in Melilla to teach Mathematics. In this cross-sectional quantitative study, a sample n= 61 (83.56% of the population) was evaluated using a validated 20-item questionnaire with three indicators: B.1 Methodologies and Pedagogical Models, B.2 Teaching Practice and C.3 ICT Resources in the (...)
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  27.  53
    Der Aufbruch zum „funktionalen Denken“: Geschichte des Mathematikunterrichts im Kaiserreich.Gert Schubring - 2007 - NTM Zeitschrift für Geschichte der Wissenschaften, Technik und Medizin 15 (1):1-17.
    By the end of the 19th century, mathematics teaching underwent a crisis of similar proportion in several European countries. Constrained by the values of classical Antiquity, which dominated in secondary education, mathematics was taught as a formal discipline enhancing elementary geometry and intended as some gymnastics of the mind. Moreover, a specific feature in Germany was that the country was split up into numerous independent states each having a separated educational system of its own. Many of (...)
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