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Part I. Introduction
Chapter 1. Introduction
Chapter 2. About Roger E. Howe and his contributions to mathematics education
Chapter 3. Cultural knowledge for teaching mathematics
Part II. Knowing and Connecting Mathematics in Teaching and Teacher Education
Chapter 4. The content knowledge mathematics teachers need
Chapter 5. Knowing ratio and proportion for teaching
Chapter 6. How future teachers reasoned with variable parts and strip diagrams to develop equations for proportional relationships and lines
Chapter 7. Giving reason and giving purpose
Chapter 8. Who are the experts?
Part III. Identifying and Structuring Core Ideas and Practices in K-12 Mathematics Curriculum
Chapter 9. Building on Howe's three pillars in Kindergarten to Grade 6 classrooms
Chapter 10. Is the real number line something to be built, or occupied?
Chapter 11. What content knowledge should we expect in mathematics education?
Chapter 12. Approaching Euclidean geometry through transformations
Chapter 13. Curricular coherence in mathematics
Part IV. Supporting and Engaging Mathematicians in K-12 Education
Chapter 14. Attracting and supporting mathematicians for the mathematical education of teachers
Chapter 15. The contributions of mathematics faculty to K-12 education: A department chair's perspective (mathematicians in K-12 education)
Chapter 16. Supporting education and outreach in a research mathematics department.

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