This resource will help school leaders and other professional development providers conduct ongoing, structured learning opportunities for mathematics teachers (K–12). The authors present models for professional development and the preparation of PD leaders designed and field-tested as part of two research projects supported by the National Science Foundation. The Problem-Solving Cycle model and the Mathematics Leadership Preparation model focus on topics of primary interest to mathematics teachers—mathematics content, classroom instruction, and student learning. They are intentionally designed so that they can be tailored to meet the needs and interests of participating teachers and schools. Through engaging vignettes, the authors describe the models, summarize key research findings, and share lessons learned. The book also includes detailed examples of workshop activities for both teachers and PD leaders. Book Features: Supports teachers’ learning and teaching of math in line with current reform principles.Develops math teachers’ capacity to foster students’ learning of the CCSSM content and practices.Prepares teacher leaders to facilitate professional development.Illustrates the use of video as part of professional development.Includes examples of workshop activities for teachers and teacher leaders. “This book presents an approach to teacher professional learning that integrates many popular ideas in the field, such as teacher leadership, evidence-based practice, and teacher learning communities. It avoids the superficiality that plagues so many treatments of these themes, offering readers depth, substance, detail, and clarity. This will surely be a valuable resource for educational leaders and professional development specialists seeking research-based ways to assist teachers to engage effectively in ambitious mathematics instruction that enables students to understand mathematics deeply and to use it effectively to solve problems.” —Edward A. Silver, William A. Brownell Collegiate Professor of Education & Professor of Mathematics, University of Michigan “Mathematics Professional Development delivers the details we need but can rarely access. The authors detail a research-based, principled approach to school-based professional development that supports teachers in taking on the continual improvement of their practice.” —Megan Franke, professor, UCLA
This resource will help school leaders and other professional development providers conduct ongoing, structured learning opportunities for mathematics teachers (K–12). The authors present models for professional development and the preparation of PD leaders designed and field-tested as part of two research projects supported by the National Science Foundation. The Problem-Solving Cycle model and the Mathematics Leadership Preparation model focus on topics of primary interest to mathematics teachers—mathematics content, classroom instruction, and student learning. They are intentionally designed so that they can be tailored to meet the needs and interests of participating teachers and schools. Through engaging vignettes, the authors describe the models, summarize key research findings, and share lessons learned. The book also includes detailed examples of workshop activities for both teachers and PD leaders. Book Features: Supports teachers’ learning and teaching of math in line with current reform principles.Develops math teachers’ capacity to foster students’ learning of the CCSSM content and practices.Prepares teacher leaders to facilitate professional development.Illustrates the use of video as part of professional development.Includes examples of workshop activities for teachers and teacher leaders. “This book presents an approach to teacher professional learning that integrates many popular ideas in the field, such as teacher leadership, evidence-based practice, and teacher learning communities. It avoids the superficiality that plagues so many treatments of these themes, offering readers depth, substance, detail, and clarity. This will surely be a valuable resource for educational leaders and professional development specialists seeking research-based ways to assist teachers to engage effectively in ambitious mathematics instruction that enables students to understand mathematics deeply and to use it effectively to solve problems.” —Edward A. Silver, William A. Brownell Collegiate Professor of Education & Professor of Mathematics, University of Michigan “Mathematics Professional Development delivers the details we need but can rarely access. The authors detail a research-based, principled approach to school-based professional development that supports teachers in taking on the continual improvement of their practice.” —Megan Franke, professor, UCLA
Collaboration, Narrative, and Inquiry that Honor the Complexity of Teacher Education presents a narrative exploration of three teacher educators' collaborative and transnational inquiry into their practices. Through carefully selected narratives, the authors describe how they enacted a practice-based approach in their teacher education courses. The authors present challenges and complexities they encountered as teacher educators in trying to prepare preservice teacher candidates for the realities of the classroom.
Focusing on public speaking, this student workbook features extensive individual and group activities using InfoTrac College Edition. It includes guidelines for faculty and students on maximizing this resource.
Becoming a Teacher provides a broad context for understanding education, addressing issues such as the influence of international policy and practice, education ideology and social justice. This is balanced with practical advice for the classroom on topics such as assessment for learning, learning technologies, literacy, numeracy and English as an additional language. Becoming a Teacher draws extensively on contemporary research and empirical evidence to support critical reflection about learning and teaching. Encouraging you to reflect on your knowledge and beliefs, it explores some of the complex social and cultural influences that influence professional learning and practice. The approach chimes with the government’s recognition that trainee teachers should take a research-informed approach towards classroom practice. The fifth edition is refreshed and revitalized throughout, with: • a complete revision of each chapter • new chapters on 'Reforming ITE', 'Teachers Lives and Careers', 'International Influences', 'Engagement and Motivation', ‘Learning and the Emotions', 'Data Usage in Schools', 'Safeguarding' and 'Learning with Digital Technologies' • up-to-date referencing of research findings • insightful policy analysis • critical commentary on issues For those training to teach in secondary school on a Postgraduate Certificate in Education (PGCE) or a School Direct programme, or taking an undergraduate or postgraduate Education Studies course, Becoming a Teacher provides invaluable support, insight and guidance. “With every new edition this book confirms its place as one of the most commanding, authoritative and influential texts in teacher education”. Meg Maguire's leadership of this new editorial team means that this book remains my umbilical cord to those pivotal principals that I cherish in education: integrity, passion, critical engagement and transformation.” Gerry Czerniawski, Professor of Education, University of East London, UK “An excellent contribution to the Teacher Education and development literature”. “Many of the authors are leading thinkers in their field and as such the book offers a significant breadth, depth and coherence to the teacher development discourse.” Professor David Spendlove, School of Environment, Education and Development, The University of Manchester, UK
Students love math games and puzzles, but how much are they really learning from the experience? Too often, math games are thought of as just a fun activity or enrichment opportunity. Well Played shows you how to make games and puzzles an integral learning component that provides teachers with unique access to student thinking. This third book in the series helps you engage students in grades 6-8 in discussions of mathematical ideas and deepen their conceptual understanding. It also helps you develop students' fluency with number systems; ratio and proportional relationships; expressions and equations, statistics and probability; and patterns, graphs, and functions. The twenty-five games and puzzles in Well Played, which have all been field-tested in diverse classrooms, contain: explanations of the mathematical importance of each game or puzzle and how it supports student learning; variations for each game or puzzle to address a range of learning levels and styles; clear step-by-step directions; and classroom vignettes that model how best to introduce the featured game or puzzle. The book also includes a separate chapter with suggestions for how to effectively manage games and puzzles in diverse classrooms; reproducibles that provide directions, game boards, game cards, and puzzles; assessment ideas; and suggestions for online games, puzzles, and apps. Well Played will help you tap the power of games and puzzles to engage students in sustained and productive mathematical thinking.
Students love math games and puzzles, but how much are they really learning from the experience? Too often, math games are thought of as just a fun activity or enrichment opportunity. Well Played, Grades 6-8: Building Mathematical Thinking Through Number and Algebraic Games and Puzzles shows you how to make games and puzzles an integral learning component that provides teachers with unique access to student thinking. This third book in the series helps you engage students in grades 6-8 in discussions of mathematical ideas and deepen their conceptual understanding. It also helps you develop students' fluency with number systems; ratio and proportional relationships; expressions and equations, statistics and probability; and patterns, graphs, and functions. The twenty-five games and puzzles in Well Played, Grades 6-8 which have all been field-tested in diverse classrooms, contain: Explanations of the mathematical importance of each game or puzzle and how it supports student learning. Variations for each game or puzzle to address a range of learning levels and styles Classroom vignettes that model how best to introduce the featured game or puzzle. The book also includes a separate chapter with suggestions for how to effectively manage games and puzzles in diverse classrooms; game boards, game cards, and puzzles; assessment ideas; and suggestions for online games, puzzles, and apps. Well Played, Grades 6-8 will help you tap the power of games and puzzles to engage students in sustained and productive mathematical thinking.
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