Solution Tree

Bring a laser-like focus to the content PreK–2 students need to learn in every unit throughout the year. This unit planning resource enhances teacher collaboration through the PLC at Work process, increasing student learning in mathematics in early childhood education classrooms.

Part of the Every Student Can Learn Mathematics series, this guidebook provides high school teacher teams with a framework for collectively planning units of study in a professional learning community (PLC). Educators can use this resource to promote student mastery of high school mathematics.

Build and support math teacher teams in your PLC. This leadership guide will help you establish collaborative teaching strategies to improve math curriculum.

This book tackles misconceptions about mathematics education for educators and parents and analyzes instruction that can significantly improve student learning.

Support students in developing a deep understanding of multiplication by emphasizing procedural fluency to develop automaticity in mathematics. This book will lead you through a 20-week program that utilizes six tactics to promote reasoning over rote memorization.

Empower your mathematics collaborative teams and students with this comprehensive guide. The authors provide preK–12 educators with tools and strategies for accelerating student learning of mathematics to grade level and beyond through intentional Tier 1 and Tier 2 instruction.

Use the PLC process to evaluate homework and practices in mathematics. Learn how collaboratively assigning and grading math homework increases student engagement and math skills.

Make sense of effective characteristics of K–5 small-group instruction in mathematics. Connect new understandings to classroom practice through the use of authentic classroom video of pulled small groups in action. Use the TQE (Tasks, Questions, Evidence) process to plan time effectively for small-group instruction.

Divided into two parts, Celebrating Mathematical Mistakes aims to explore why mistakes matter in mathematics and share types of mistakes made in mathematics classrooms, along with mistakes made by mathematicians. It then supports shifting to asset-based views of mistakes by supplying practical tools that encourage productive mathematical mistakes from students.

Prepare students to move forward in mathematics learning, and ensure their continued growth in critical thinking and problem solving.