Accessible Algebra: 30 Modules to Promote Algebraic Reasoning, Grades 7-10 is for any pre-algebra or algebra teacher who wants to provide a rich and fulfilling experience for students as they develop new ways of thinking through and about algebra.
Accessible Algebra: 30 Modules to Promote Algebraic Reasoning, Grades 7-10 is for any pre-algebra or algebra teacher who wants to provide a rich and fulfilling experience for students as they develop new ways of thinking through and about algebra.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Anne M. Collins, professor of mathematics and education, is the Director of Mathematics Programs and the Center for Mathematics Achievement at Lesley University. A former member of the board of directors for NCTM, she works with preservice and in-service teachers, helping them deepen their mathematics pedagogical content knowledge. Her research focuses on the impact of formative assessment on student achievement. Steven R. Benson is a mathematician and mathematics educator at Lesley University; he has created curriculum and facilitated professional development for pre- and in-service teachers for nearly thirty years. He was the lead author of Ways to Think About Mathematics: Activities and Investigations for Grade 6¿12 Teachers (Corwin 2004).
Inhaltsangabe
Introduction Expressions 1: Order of Operations 2: Writing Expressions from Tables 3: Growing Patterns 4: Taxes and Interest 5: Venn Diagrams and Factor Lattices 6: Area Expressions 7: Multiplying Polynomials 8: Powerful Integers 9: Absolutely! 10: Square Root Approximations Equations 11: Activity Centers 12: Balance Beams 13: Challenge and Intervention Centers 14: Gauss and Figurate Numbers 15. Equations in All Forms 16: Linear Systems 17: Systems 18: Proportions on the Cartesian Coordinate Plane 19: What Is the Better Buy? 20: Walking Rates 21: Absolute Value 22: Nonlinear Explorations Functions 23: Functionally Speaking 24: Number Patterns into Functions 25: Function Translations 26: Celsius to Fahrenheit and Back Again 27: Absolute Value Functions 28: Modeling Exponentially 29: Falling to Pieces 30: Why the Finite Differences Method Works
Introduction Expressions 1: Order of Operations 2: Writing Expressions from Tables 3: Growing Patterns 4: Taxes and Interest 5: Venn Diagrams and Factor Lattices 6: Area Expressions 7: Multiplying Polynomials 8: Powerful Integers 9: Absolutely! 10: Square Root Approximations Equations 11: Activity Centers 12: Balance Beams 13: Challenge and Intervention Centers 14: Gauss and Figurate Numbers 15. Equations in All Forms 16: Linear Systems 17: Systems 18: Proportions on the Cartesian Coordinate Plane 19: What Is the Better Buy? 20: Walking Rates 21: Absolute Value 22: Nonlinear Explorations Functions 23: Functionally Speaking 24: Number Patterns into Functions 25: Function Translations 26: Celsius to Fahrenheit and Back Again 27: Absolute Value Functions 28: Modeling Exponentially 29: Falling to Pieces 30: Why the Finite Differences Method Works
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