In Teaching Powerful Problem-Solving in Math, readers will visit urban elementary and K–8 schools where teachers have dramatically transformed learning for teachers and for students.
Students learn mathematics by confronting a novel problem and building the new mathematics needed to solve it, just as mathematicians would. Learning in this way, students discover the power of their own thinking and gain confidence that extends well beyond mathematics.
See how teachers transform instruction using schoolwide lesson study, building powerful new ways to learn from each other, practice, and research. In-depth classroom portraits, at the outset of schoolwide lesson study and three years later, illuminate the changes in mathematics instruction at a school that grew its proficiency on Smarter Balanced Assessment from 15% to 56% over three years.
Extensive resources and links allow readers to understand and build on the work of these schools, which is grounded in established principles of collective efficacy, intrinsic motivation, and learner agency for both students and teachers.
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Catherine Lewis is a researcher at Mills College at Northeastern University in Oakland, California who has conducted research in Japanese schools for four decades. Akihiko Takahashi is a professor emeritus of mathematics education at DePaul University and an internationally renowned elementary teacher. Shelley Friedkin is an instructional coach at John Muir Elementary School in San Francisco, California. Nora Houseman is program director for professional learning in the Alameda County Office of Education, California. Sara Liebert served as teacher, instructional coach and principal at John Muir Elementary School and currently works at Apple.
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