Early Algebraic Thinking in Action

A Teacher's Guide for Grades K–5
Early Algebraic Thinking in Action
September 2026 | 184 pages | Corwin
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eBook
ISBN: 9798348866907
Available from September 2026
Paperback
ISBN: 9798348832834
Available from September 2026

Description

Empower Every Young Learner to Think Algebraically From the Start

Unlock the mathematician in every child! This groundbreaking resource demonstrates how building algebraic understanding from an early age creates a solid foundation for later mathematical achievement. Discover engaging strategies, classroom-tested activities, and insightful guidance to transform your teaching and inspire young learners to see mathematics as an exciting, accessible journey. Look inside for:

  • Step-by-step guidance for integrating algebraic concepts into K-5 classrooms
  • Ready-to-use lesson ideas and activities for immediate classroom application
  • Strategies for developing mathematical reasoning and problem-solving skills
  • Guidance for differentiating instruction to support diverse learners
  • Tips for connecting early algebraic thinking to real-life contexts
  • Insightful discussions on the importance of helping all students feel capable and confident in mathematics.

Prepare your students for tomorrow: Empower every student to achieve the mathematical success they truly deserve.

Contents

Preface

  • The “Algebra Problem” (and What to Do About It)
  • How Do We Know This Approach Works?
  • Why We’ve Written This Book
  • What to Expect Next

Acknowledgments

Acknowledgments

About the Authors

About the Authors

How to Use This Book

How to Use This Book

CHAPTER 1: Introduction

  • What Is Early Algebra?
  • Where Are Opportunities for Algebraic Thinking Practices in Your Curriculum?

CHAPTER 2: Quantities and Their Relationships: Understanding Equations, Expressions, and the Equal Sign

  • The Equal Sign: Operational or Relational Symbol?
  • Learning Goals for Understanding Equations and the Equal Sign
  • Algebraic Expressions
  • Learning Goals for Representing and Reasoning With Algebraic Expressions
  • Reflecting on This Chapter

CHAPTER 3: Relationships in Arithmetic

  • Algebraic Thinking Practices for Arithmetic Relationships
  • Creating Opportunities to Explore Relationships in Arithmetic
  • Learning Goals for Relationships in Arithmetic
  • Reflecting on This Chapter

CHAPTER 4: Functional Relationships

  • Algebraic Thinking Practices for Functional Relationships
  • Learning Goals for Functional Relationships
  • Reflecting on This Chapter

CHAPTER 5: Looking Back and Moving Forward

  • How Does Early Algebra Align With Learning Standards?
  • The Process Standards and Early Algebraic Thinking
  • Getting Started
  • Reflecting on This Book

References

References

Index

Index

Resources

Study Guide

Description

Empower Every Young Learner to Think Algebraically From the Start

Unlock the mathematician in every child! This groundbreaking resource demonstrates how building algebraic understanding from an early age creates a solid foundation for later mathematical achievement. Discover engaging strategies, classroom-tested activities, and insightful guidance to transform your teaching and inspire young learners to see mathematics as an exciting, accessible journey. Look inside for:

  • Step-by-step guidance for integrating algebraic concepts into K-5 classrooms
  • Ready-to-use lesson ideas and activities for immediate classroom application
  • Strategies for developing mathematical reasoning and problem-solving skills
  • Guidance for differentiating instruction to support diverse learners
  • Tips for connecting early algebraic thinking to real-life contexts
  • Insightful discussions on the importance of helping all students feel capable and confident in mathematics.

Prepare your students for tomorrow: Empower every student to achieve the mathematical success they truly deserve.

Contents

Preface

  • The “Algebra Problem” (and What to Do About It)
  • How Do We Know This Approach Works?
  • Why We’ve Written This Book
  • What to Expect Next

Acknowledgments

Acknowledgments

About the Authors

About the Authors

How to Use This Book

How to Use This Book

CHAPTER 1: Introduction

  • What Is Early Algebra?
  • Where Are Opportunities for Algebraic Thinking Practices in Your Curriculum?

CHAPTER 2: Quantities and Their Relationships: Understanding Equations, Expressions, and the Equal Sign

  • The Equal Sign: Operational or Relational Symbol?
  • Learning Goals for Understanding Equations and the Equal Sign
  • Algebraic Expressions
  • Learning Goals for Representing and Reasoning With Algebraic Expressions
  • Reflecting on This Chapter

CHAPTER 3: Relationships in Arithmetic

  • Algebraic Thinking Practices for Arithmetic Relationships
  • Creating Opportunities to Explore Relationships in Arithmetic
  • Learning Goals for Relationships in Arithmetic
  • Reflecting on This Chapter

CHAPTER 4: Functional Relationships

  • Algebraic Thinking Practices for Functional Relationships
  • Learning Goals for Functional Relationships
  • Reflecting on This Chapter

CHAPTER 5: Looking Back and Moving Forward

  • How Does Early Algebra Align With Learning Standards?
  • The Process Standards and Early Algebraic Thinking
  • Getting Started
  • Reflecting on This Book

References

References

Index

Index

Resources

Study Guide

SAGE Publishing Logo

Early Algebraic Thinking in Action

A Teacher's Guide for Grades K–5


September 2026 | 184 pages | Corwin

Format Published Date ISBN Price
Paperback 26/04/2025 9798348832834 $37.95
Lifetime 13/04/2026 9798348866907 $34.00

Empower Every Young Learner to Think Algebraically From the Start

Unlock the mathematician in every child! This groundbreaking resource demonstrates how building algebraic understanding from an early age creates a solid foundation for later mathematical achievement. Discover engaging strategies, classroom-tested activities, and insightful guidance to transform your teaching and inspire young learners to see mathematics as an exciting, accessible journey. Look inside for:

  • Step-by-step guidance for integrating algebraic concepts into K-5 classrooms
  • Ready-to-use lesson ideas and activities for immediate classroom application
  • Strategies for developing mathematical reasoning and problem-solving skills
  • Guidance for differentiating instruction to support diverse learners
  • Tips for connecting early algebraic thinking to real-life contexts
  • Insightful discussions on the importance of helping all students feel capable and confident in mathematics.

Prepare your students for tomorrow: Empower every student to achieve the mathematical success they truly deserve.


Table Of Contents:

  • Preface
  • The “Algebra Problem” (and What to Do About It)
  • How Do We Know This Approach Works?
  • Why We’ve Written This Book
  • What to Expect Next
  • Acknowledgments
  • About the Authors
  • How to Use This Book
  • CHAPTER 1: Introduction
  • What Is Early Algebra?
  • Where Are Opportunities for Algebraic Thinking Practices in Your Curriculum?
  • CHAPTER 2: Quantities and Their Relationships: Understanding Equations, Expressions, and the Equal Sign
  • The Equal Sign: Operational or Relational Symbol?
  • Learning Goals for Understanding Equations and the Equal Sign
  • Algebraic Expressions
  • Learning Goals for Representing and Reasoning With Algebraic Expressions
  • Reflecting on This Chapter
  • CHAPTER 3: Relationships in Arithmetic
  • Algebraic Thinking Practices for Arithmetic Relationships
  • Creating Opportunities to Explore Relationships in Arithmetic
  • Learning Goals for Relationships in Arithmetic
  • Reflecting on This Chapter
  • CHAPTER 4: Functional Relationships
  • Algebraic Thinking Practices for Functional Relationships
  • Learning Goals for Functional Relationships
  • Reflecting on This Chapter
  • CHAPTER 5: Looking Back and Moving Forward
  • How Does Early Algebra Align With Learning Standards?
  • The Process Standards and Early Algebraic Thinking
  • Getting Started
  • Reflecting on This Book
  • References
  • Index

Recent Product Reviews:

Blanton and Gardiner have successfully transformed algebra from a high-school gatekeeper into an elementary-grade gateway. This book is an essential roadmap for school leaders who are committed to equity, providing teachers with the practical “thinking practices” necessary to ensure every student develops the mathematical confidence and foundational logic required for long-term academic success.
Rosamaria Murillo, Ladera Palma Elementary
The authors do a fantastic job of helping to make algebra relatable and attainable to everyone in this deep dive into early algebraic thinking. They take the fear of the variable and replace it with a hefty portion of reasoning and understanding. Any educator in elementary math would find this text a valuable resource in guiding them to understand the reasons why it is necessary to teach algebraic skills to even our youngest students.
Hope Edlin, Bethel Elementary School
This book will change the way elementary teachers approach algebra. It makes the content feel attainable and approachable, all in a clear, easy read.
Karina Cousins, School District of Palm Beach County
Part of the reason educators have not made more progress in improving math teaching and learning is that we continue to operate from an incomplete understanding of what math is; a definition originating in our own limited math learning experiences as students. This book shows what real mathematical reasoning can look and sound like. It offers easy-to-implement learning experiences to engage students in algebraic thinking, allowing students to learn mathematics with understanding and recognize themselves as innately math capable.
Sue Chapman
This book provides a clear research-based approach to integrating algebraic thinking into the core math curriculum. From a district leadership perspective, I’ve seen this approach build coherence across classrooms while strengthening both teacher practice and student understanding. It is an invaluable resource for educators committed to building a comprehensive approach to early algebraic reasoning.
Leanne Daughtry

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