基本説明
Explores, through four case studies, some of the complex questions that teachers of mathematics must face if they endeavor to improve their practices in ways that serve educational and democratic goals.
Full Description
Mathematics and Teaching uses case studies to explore complex and pervasive issues that arise in teaching. In this volume, school mathematics is the context in which to consider race, equity, political contexts and the broader social and cultural circumstances in which schooling occurs. This book does not provide immediate or definitive resolutions. Rather, its goal is to provoke and facilitate thoughtful discussion about critical issues for professional decision-making in mathematics teaching.
This is the 7th volume in Reflective Teaching and the Social Conditions of Schooling: A Series for Prospective and Practicing Teachers, edited by Daniel P. Liston and Kenneth M. Zeichner. It follows the same format as previous volumes in the series.
Part I includes four case studies of classroom experiences: "Race and Teacher Expectations"; "Mathematics for All?"; "Culture and School Mathematics"; and "Politics and School Mathematics." Each case is followed by a space for readers' own reactions and reflections, school stakeholders' reactions, and a summary with additional questions for further discussion.
Part II presents three public arguments representing different views about the issues that arise in mathematics teaching: conservative, liberal and radical multiculturalist.
Part III offers the authors' reflections on the centrality of culture in teaching mathematics, resources and exercises for further reflection, and a bibliography for further reading.
Mathematics and Teaching is pertinent for all prospective and practicing teachers at any stage in their teaching careers. It is appropriate for any undergraduate and graduate course addressing mathematics teaching issues.
Contents
Selected Contents:
Table of Contents
Series Preface iii
Preface iv
Acknowledgments x
Introduction 1
PART I: CASES AND REACTIONS 12
Introduction to Case 1 12
Case 1: "Race and Teacher Expectations" 13
Reader Reactions to "Race and Teacher Expectations" 19
Reactions to "Race and Teacher Expectation 20
Summary and Additional Questions 34
Introduction to Case 2 35
Case 2: "Mathematics for All?" 36
Reader Reactions to "Mathematics for All?" 42
Reactions to "Mathematics for All?" 43
Summary and Additional Questions 55
Introduction to Case 3 57
Case 3: "Culture and School Mathematics" 59
Reader Reactions to "Culture and School Mathematics" 64
Reactions to "Culture and School Mathematics" 65
Summary and Additional Questions 76
Introduction to Case 4 79
Case 4: "Politics and School Mathematics" 81
Reader Reactions to "Politics and School Mathematics" 87
Reactions to "Politics and School Mathematics" 88
Summary and Additional Questions 104
Reader Reactions to the Four Cases 107
Reactions to the Four Cases 108
Part II. Public Arguments 119
A "Conservative View": Mathematics for Global Economic Leadership 122
Comments and Questions 135
A "Liberal View": Equality of Opportunity and School Mathematics in a Democracy 138
Comments and Questions 147
A "Radical Multiculturalist View": Mathematics for Developing Critical Dispositions for Social Reconstruction 150
Comments and Questions 164
Part III. Concluding Remarks, Some Reflections, and Resources for Further Reflections
