A strong mathematics background is essential for job opportunities and advancement in a developing country like Malaysia. It gives students the confidence and ability to solve problems and become rational as well as critical in their thinking. However, Malaysian students’ mathematics achievement is relatively low as compared to other school subjects. This difference is more pronounced in rural schools. Previous studies have highlighted the relationship between students’ attitude and achievement in mathematics. Hence, it is important to investigate the contributing factors that affect students’ attitudes towards mathematics. This book is adapted and modified from a PhD thesis entitled: “Factors affecting students’ attitude towards mathematics in Sabah, Malaysia” of the first author. In this book, the relationships among perceived parental influences, teacher affective support, classroom instruction, gender, SES, students’ previous achievement and students’ attitude towards mathematics are portrayed using Structural Equation Modeling approach. Findings from the study can be utilised to understand the complex interplay of relationships that form students’ attitude towards mathematics, including factors that can be addressed by the classroom mathematics teacher. This book will be useful for secondary school mathematics teachers, researchers, school administrators, students, and policymakers.

The relationship between research and practice has long been an area of interest for researchers, policy makers, and practitioners alike. One obvious arena where mathematics education research can contribute to practice is the design and implementation of school mathematics curricula. This observation holds whether we are talking about curriculum as a set of broad, measurable competencies (i.e., standards) or as a comprehensive set of resources for teaching and learning mathematics. Impacting practice in this way requires fine-grained research that is focused on individual student learning trajectories and intimate analyses of classroom pedagogical practices as well as large-scale research that explores how student populations typically engage with the big ideas of mathematics over time. Both types of research provide an empirical basis for identifying what aspects of mathematics are important and how they develop over time. This book has its origins in independent but parallel work in Australia and the United States over the last 10 to 15 years. It was prompted by a research seminar at the 2017 PME Conference in Singapore that brought the contributors to this volume together to consider the development and use of evidence-based learning progressions/trajectories in mathematics education, their basis in theory, their focus and scale, and the methods used to identify and validate them. In this volume they elaborate on their work to consider what is meant by learning progressions/trajectories and explore a range of issues associated with their development, implementation, evaluation, and on-going review. Implications for curriculum design and future research in this field are also considered. Contributors are: Michael Askew, Tasos Barkatsas, Michael Belcher, Rosemary Callingham, Doug Clements, Jere Confrey, Lorraine Day, Margaret Hennessey, Marj Horne, Alan Maloney, William McGowan, Greg Oates, Claudia Orellana, Julie Sarama, Rebecca Seah, Meetal Shah, Dianne Siemon, Max Stephens, Ron Tzur, and Jane Watson.

This book records the state of the art in research on mathematics-related affect. It discusses the concepts and theories of mathematics-related affect along the lines of three dimensions. The first dimension identifies three broad categories of affect: motivation, emotions, and beliefs. The book contains one chapter on motivation, including discussions on how emotions and beliefs relate to motivation. There are two chapters that focus on beliefs and a chapter on attitude which cross-cuts through all these categories. The second dimension covers a rapidly fluctuating state to a more stable trait. All chapters in the book focus on trait-type affect and the chapter on motivation discusses both these dimensions. The third dimension regards the three main levels of theorizing: physiological (embodied), psychological (individual) and social. All chapters reflect that mathematics-related affect has mainly been studied using psychological theories.

Over the past thirty years, there has been much dialogue, and debate, about the conduct of educational technology research and development. In this brief volume, the author helps clarify that dialogue by theoretically and empirically charting the research methods used in the field and provides much practical information on how to conduct educational technology research. Within this text, readers can expect to find answers to the following questions: (a) What are the methodological factors that need to be taken into consideration when designing and conducting educational technology research? (b) What types of research questions do educational technology researchers tend to ask? (c) How do educational technology researchers tend to conduct research? (d) What approaches do they use? What variables do they examine? What types of measures do they use? How do they report their research? (d) How can the state of educational technology research be improved? In addition to answering the questions above, the author, a research methodologist, provides practical information on how to conduct educational technology research--from formulating research questions, to collecting and analyzing data, to writing up the research reports--in each of the major quantitative and qualitative traditions. Unlike other books of this kind, the author addresses some of research approaches used less commonly in educational technology research, but which, nonetheless, have much potential for creating new insights about educational phenomena--approaches such as single-participant research, quantitative content analysis, ethnography, narrative research, phenomenology, and others. "Multidisciplinary Methods in Educational Technology Research and Development" is an excellent text for educational technology research methods courses, a useful guide for those conducting (or supervising) research, and a rich source of empirical information on the art and science of educational technology research. Key Questions in Educational Technology Methods Choice are appended. (Contains 13 figures and 13 tables.) [This publication was produced by the HAMK University of Applied Sciences.].