Making Sense Of Mathematics For Teaching High School
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Making Sense of Mathematics for Teaching High School
Author: Edward C. Nolan
language: en
Publisher: Solution Tree Press
Release Date: 2016-05-19
Develop a deep understanding of mathematics by grasping the context and purpose behind various strategies. This user-friendly resource presents high school teachers with a logical progression of pedagogical actions, classroom norms, and collaborative teacher team efforts to increase their knowledge and improve mathematics instruction. Explore strategies and techniques to effectively learn and teach significant mathematics concepts and provide all students with the precise, accurate information they need to achieve academic success. Combine student understanding of functions and algebraic concepts so that they can better decipher the world. Benefits Dig deep into mathematical modeling and reasoning to improve as both a learner and teacher of mathematics. Explore how to develop, select, or modify mathematics tasks in order to balance cognitive demand and engage students. Discover the three important norms to uphold in all mathematics classrooms. Learn to apply the tasks, questioning, and evidence (TQE) process to ensure mathematics instruction is focused, coherent, and rigorous. Gain clarity about the most productive progression of mathematical teaching and learning for high school. Watch short videos that show what classrooms that are developing mathematical understanding should look like. Contents Introduction Equations and Functions Structure of Equations Geometry Types of Functions Function Modeling Statistics and Probability Epilogue: Next Steps Appendix: Weight Loss Study Data References Index
Making Sense of Mathematics for Teaching, Grades 3-5
Develop a deep understanding of mathematics. This user-friendly resource presents grades 3–5 teachers with a logical progression of pedagogical actions, classroom norms, and collaborative teacher team efforts to increase their knowledge and improve mathematics instruction. Focus on an understanding of and procedural fluency with multiplication and division. Address how to learn and teach fraction concepts and operations with depth. Thoroughly teach plane and solid geometry. Explore strategies and techniques to effectively learn and teach significant mathematics concepts and provide all students with the precise, accurate information they need to achieve academic success. Benefits Dig deep into mathematical modeling and reasoning to improve as both a learner and teacher of mathematics. Explore how to develop, select, and modify mathematics tasks in order to balance cognitive demand and engage students. Discover the three important norms to uphold in all mathematics classrooms. Learn to apply the tasks, questioning, and evidence (TQE) process to ensure mathematics instruction is focused, coherent, and rigorous. Use charts and diagrams for classifying shapes, which can engage students in important mathematical practices. Access short videos that show what classrooms that are developing mathematical understanding should look like. Contents Introduction 1 Place Value, Addition, and Subtraction 2 Multiplication and Division 3 Fraction Concepts 4 Fraction Operations 5 Geometry 6 Measurement Epilogue Next Steps Appendix A Completed Classification of Triangles Chart Appendix B Completed Diagram for Classifying Quadrilaterals
Making Sense of Mathematics Teacher Education
Author: Fou-Lai Lin
language: en
Publisher: Springer Science & Business Media
Release Date: 2011-06-28
This is a research-based book on mathematics teacher education. It is about the learning of prospective and inservice mathematics teachers, mathematics educators, and researchers. The text is intended for a broad audience including teacher educators, mathematics educators, graduate students in mathematics education, and mathematics teachers at all levels of schooling. In offering an examination of teacher education programs from different societies and cultures, this book provides an international perspective on mathematics teacher education. Practical situations associated with related theories are studied critically throughout the chapters. The possibilities and constraints of making an analogy between mathematics learning theories and mathematics teachers' learning theories are argued and examined. New perspectives on mathematics teacher education are presented along with relevant examples thus enhancing the book's readability for international readers. BACKGROUND OF THE BOOK The book was inspired by the obvious need to address issues in mathematics teacher education. In particular, the following mission statement for the newly established Journal of Mathematics Teacher Education (JMTE) reflects the mission of this book as well. The Journal of Mathematics Teacher Education is devoted to topics and issues involving the education of teachers of mathematics at all stages of their professional development. JMTE will serve as a forum for research on teachers' learning, for considering institutional, societal, and cultural influences that impact the education of mathematics teachers, and for creating models for teachers of mathematics. (Editorial, JMTE, 1(1), p.