When we learn, we change what we believe and how we interact with the world. This changes who we are as people and what we can achieve. Many people grow up being told they are 'not a maths person' or perhaps 'not smart'. They come to believe their potential is limited. Now, however, the latest science has revealed that our identities are constantly in flux; when we learn new things, we can change our identities, increase our potential and broaden our capacity to receive new information. Drawing from the latest research, Professor Boaler followed thousands of school students, studied their learning practices and examined the most effective ways to transform pupils from low to high achievers. Throughout her study, Boaler has collaborated with Stanford University neuroscience experts, harnessing their expertise to reinforce her advanced understanding of learning and educational development. In Limitless Mind, Boaler presents original groundbreaking research that proves that limiting beliefs really do hold us back from fulfilling our potential and that with a few careful life hacks we can transform our potential for good.

A NEW EDITION OF THE ORIGINAL BESTSELLER 'Well-researched and provides positive solutions' Times Educational Supplement In The Elephant in the Classroom, Jo Boaler outlines what has gone wrong in mathematics education, identifying the problems facing children in classrooms today. How can children be prepared for the mathematics they will need in the future? They need to be taught to be quantitatively literate, to think flexibly and creatively and how to problem solve. Jo Boaler offers concrete solutions for parents and teachers that will revolutionise children's experience with maths. Along with practical teaching activities, strategies and questions that can transform a child's mathematical future, she shares a range of free and accessible online resources. 'Has attracted an enthusiastic and vocal fan club among mums, dads and professionals' Daily Telegraph

Engage students in mathematics using growth mindset techniques The most challenging parts of teaching mathematics are engaging students and helping them understand the connections between mathematics concepts. In this volume, you'll find a collection of low floor, high ceiling tasks that will help you do just that, by looking at the big ideas at the eighth-grade level through visualization, play, and investigation. During their work with tens of thousands of teachers, authors Jo Boaler, Jen Munson, and Cathy Williams heard the same message—that they want to incorporate more brain science into their math instruction, but they need guidance in the techniques that work best to get across the concepts they needed to teach. So the authors designed Mindset Mathematics around the principle of active student engagement, with tasks that reflect the latest brain science on learning. Open, creative, and visual math tasks have been shown to improve student test scores, and more importantly change their relationship with mathematics and start believing in their own potential. The tasks in Mindset Mathematics reflect the lessons from brain science that: There is no such thing as a math person - anyone can learn mathematics to high levels. Mistakes, struggle and challenge are the most important times for brain growth. Speed is unimportant in mathematics. Mathematics is a visual and beautiful subject, and our brains want to think visually about mathematics. With engaging questions, open-ended tasks, and four-color visuals that will help kids get excited about mathematics, Mindset Mathematics is organized around nine big ideas which emphasize the connections within the Common Core State Standards (CCSS) and can be used with any current curriculum.

"Jo Boaler has written a stunning book. Clearly written and carefully researched, it is a model of technical rigour. A wide range of qualitative and quantitative data is marshalled to produce exhaustive case studies of two contrasting mathematics departments - one traditional and one progressive. Boaler's findings represent a major challenge to the 'back to basics' credo. This book should be read as a matter of urgency by politicians, mathematics teachers, and educational researchers."- Stephen Ball, Professor of Sociology of Education, King's College, London"Anyone with an interest in making sure that every child is numerate should read this book"- Sally Tomlinson, Professor of Sociology of Education, Goldsmith's College, LondonExperiencing School Mathematics is the first book of its kind to provide direct evidence for the effectiveness of 'traditional' and 'progressive' teaching methods. It reports upon careful and extensive case studies of two schools which taught mathematics in totally different ways. Three hundred students were followed over three years and the interviews that are reproduced in the book give compelling insights into what it meant to be a student in the classrooms of the two schools. The different school approaches are compared and analysed using student interviews, lesson observations, questionnaires given to students and staff and a range of different assessments, including GCSE examinations. Questions are raised about:* the effectiveness of different teaching methods in preparing students for the demands of the 'real world' and the 21st century* the impact of setted and mixed ability teaching upon student attitude and achievement* gender and learning stylesand new evidence is provided for each.The book draws some radical new conclusions about the ways that traditional teaching methods lead to limited forms of knowledge that are ineffective in non-school settings. The book will be essential reading for maths teachers, parents and policy makers in education.

Multiple Perspectives on Mathematics Teaching and Learning offers a collection of chapters that take a new look at mathematics education. Leading authors, such as Deborah Ball, Paul Cobb, Jim Greeno, Stephen Lerman, and Michael Apple, draw from a range of perspectives in their analyses of mathematics teaching and learning. They address such practical problems as: the design of teaching and research that acknowledges the social nature of learning, maximizing the impact of teacher education programs, increasing the learning opportunities of students working in groups, and ameliorating the impact of male domination in mixed classrooms. These practical insights are combined with important advances in theory. Several of the authors address the nature of learning and teaching, including the ways in which theories and practices of mathematics education recognize learning as simultaneously social and individual. The issues addressed include teaching practices, equity, language, assessment, group work and the broader political context of mathematics reform. The contributors variously employ sociological, anthropological, psychological, sociocultural, political, and mathematical perspectives to produce powerful analyses of mathematics teaching and learning.

NORTH AMERICAN RIGHTS ONLY: This is a revised edition of " Experiencing School Mathematics" first published in 1997 by Open University Press, (c) Jo Boaler. This revised edition is for sale in North America only.
The first book to provide direct evidence for the effectiveness of traditional and reform-oriented teaching methods, "Experiencing School Mathematics" reports on careful and extensive case studies of two schools that taught mathematics in totally different ways. Three hundred students were followed over three years, providing an unusual and important range of data, including observations, interviews, questionnaires, and assessments, to show the ways students' beliefs and understandings were shaped by the different approaches to mathematics teaching. The interviews that are reproduced in the book give compelling insights into what it meant to be a student in the classrooms of the two schools. Questions are raised about and new evidence is provided for:
* the ways in which "traditional" and "reform oriented" mathematics teaching approaches can impact student attitude, beliefs, and achievement;
*the effectiveness of different teaching methods in preparing students for the demands of the "real world" and the 21st century;
*the impact of tracking and heterogeneous ability grouping; and
*gender and teaching styles--the potential of different teaching approaches for the attainment of equity.
The book draws some radical new conclusions about the ways that traditional teaching methods lead to limited forms of knowledge that are ineffective in non-school settings.
This edition has been revised for the North American market to show the relevance of the study results in light of the U.S. reform movement, the "math wars" and debates about teachers, assessment, and tracking. The details of the study have been rewritten for an American audience and the results are compared with research conducted in the U.S. This is an important volume for mathematics teachers and researchers, education policymakers, and for students in mathematics education courses.
NOTE: This is a revised edition of " Experiencing School Mathematics" first published in 1997 by Open University Press, (c) Jo Boaler. This revised edition is for sale in North America only.

"Multiple Perspectives on Mathematics Teaching and Learning" offers a collection of chapters that take a new look at mathematics education. Leading authors, such as Deborah Ball, Paul Cobb, Jim Greeno, Stephen Lerman, and Michael Apple, draw from a range of perspectives in their analyses of mathematics teaching and learning. They address such practical problems as: the design of teaching and research that acknowledges the social nature of learning, maximizing the impact of teacher education programs, increasing the learning opportunities of students working in groups, and ameliorating the impact of male domination in mixed classrooms.

These practical insights are combined with important advances in theory. Several of the authors address the nature of learning and teaching, including the ways in which theories and practices of mathematics education recognize learning as simultaneously social and individual. The issues addressed include teaching practices, equity, language, assessment, group work and the broader political context of mathematics reform. The contributors variously employ sociological, anthropological, psychological, sociocultural, political, and mathematical perspectives to produce powerful analyses of mathematics teaching and learning.