Problem-based instruction (PBI) is a research-based, student-centered instructional strategy that uses rich mathematical tasks to connect students' previously acquired math knowledge to new mathematical concepts. Unlike traditional teaching and learning strategies, PBI facilitates learning by making connections between mathematical concepts and real-world applications rather than through noncontextual, rote learning of skills, steps, and equations. This practical resource is an informative instructional tool for secondary mathematics teachers and teacher educators seeking to deepen their students' understanding of, and engagement with, mathematical learning. Highlighting both teacher and student perspectives, the text provides an overview of the PBI instructional strategy that includes best practices, guidance for implementation, and 50 downloadable resources. In addition, readers will find 12 teacher-created sample lessons with prepared resources and detailed instructional guides. While written for novice PBI users, this book will enhance the instruction of teachers at all levels.
Book Features:
- Provides 12 ready-to-use sample lesson plans aligned to the most common secondary mathematics topics.
- Focuses on the practical implementation of problem-based instruction specifically for middle and high school mathematics instruction.
- Includes a template to guide readers step-by-step through creating their own problem-based lessons.
- Contains links to more than 50 editable, online resources for easy classroom implementation.
- Contents (Tentative)
- Preface
- Introduction
- Part I: Understanding Problem-Based Instruction
- 1. What Is Problem-Based Instruction
- 2. PBI Teaching Strategies
- 3. PBI Lesson Planning
- Part II: Sample Lessons
- 4. Designing a Gingerbread House
Liza Bondurant - 5. Creating Living Spaces for Mars Exploration
Julian Viera Jr., Noé Guevara, Lily Rader, and Olga Kosheleva - 6. Redesigning Cereal Containers
Sarah Ferguson - 7. Playground Castles
Jada Hastings and Sarah Ferguson - 8. Quadratic Equations Explored Through Roller Coasters
Sarah Ferguson, Thomas Johnson, Christopher Karhan, and Eric Lefebvre - 9. Birds of Fury
Mary E. S. Miller and Scott A. Courtney - 10. My First Car
Denise Polojac-Chenoweth - 11. Mini-Golf Madness
Denise L. Polojac-Chenoweth - 12. Circles and Conclusions of Their Tangent Lines
Mitchell Fricke - 13. Listening to the Sound of Sine Waves
Nicole Sebek - 14. Statistics Explored through the Principle of Airplane Flight
Kuan-Chun Chen and Cheng-Yao Lin - 15. The Pollster Project
Heather Holcomb - Appendix
- References
- Index
- About the Editors and Contributors
Produktdetaljer
Biografisk notat
Sarah Ferguson is an assistant professor of mathematics at the University of Cincinnati.
Denise Polojac-Chenoweth is an instructional and curricular coach and mathematics specialist in the Hillsborough County Public Schools, Florida.