Full Description
This open access book is intended to assist teachers, teacher trainers, curriculum designers, editors and authors of textbooks in developing strategies to teach the multiplication of natural numbers based on the experience of the Lesson Study in Japan. This approach to mathematics education dates back to the 1870s and reconciles the emphasis on problem solving with the treatment of the curricular contents. It has gained international recognition since the 1990s and thanks to it mathematics education in Japan has been recognized as one of the most efficient and innovative in the world.
This growing international awareness has led to an effort to apply the principles of Lesson Study to other parts of the world and this book shows how experienced authors from Brazil, Chile, Mexico, Spain and Portugal have worked to adapt some of these methods and techniques to the Portuguese and Spanish speaking countries of Ibero-America.
Drawing on the impact of Lesson Studyon government curriculum decisions and teacher behavior in Japanese classrooms; offering examples of lessons, lesson plans and suggestions for teaching; and presenting examples of the good reception of the principles of Lesson Study in Ibero-America, Teaching Multiplication with Lesson Study - Japanese and Ibero-American Theories for Mathematics Education shows how an efficient and cutting-edge experience in mathematics education can travel the world and help teachers in many different countries.
Contents
Chapter 1. Introduction: Japanese theories and overview of chapters.- Chapter 2. The Multiplication of Whole Numbers in the Curriculum: Singapore, Japan, Portugal, USA, Mexico, Brazil and Chile.- Chapter 3. Problematics for Conceptualization of Multiplication.- Chapter 4. Introduction of Multiplication and its Extension: How do Japanese Introduce and Extend?.- Chapter 5. Japanese Lesson study for Introduction of Multiplication.- Chapter 6. Teaching the Multiplication Table and Its Properties for Learning How to Learn.- Chapter 7. The Teaching of the Multi-digit Multiplication in the Japanese Approach.- Chapter 8. An Ethnomathematical Look at the Question of the Idea of Multiplying .- Chapter 9. "Necklaces": A Didactic Sequence for Missing Value Proportionality Problems.- Chapter 10. Building opportunities for learning multiplication.- Chapter 11. Can We Explain Students' Failure in Learning Multiplication?
