Solution Tree

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.

Explore strategies and techniques to effectively learn and teach mathematics concepts for grades 3–5 and provide all students with the precise, accurate information they need to achieve success.

Explore strategies and techniques to effectively learn and teach high school mathematics concepts and provide all students with the precise, accurate information they need to succeed.

Make the most of the New Art and Science of Teaching model in math classrooms. Discover teaching resources, tools, and instructional strategies for math that will aid teachers in articulating learning targets, conducting math lessons, tracking students’ learning outcomes, and more.

“Common Denominators is a collection of stories braided together with research-informed strategies and tools,” writes author Jennifer A. Lenhardt. Make sense of student engagement and belonging by using mathematics concepts that illustrate our common humanity and illuminate a clear, sustainable path for honoring and meeting all students’ needs.

Anyone can learn mathematics and stay in the math game for life once they learn key superpowers that can demystify foundational concepts—from whole numbers, fractions, and place value operations to ratios, proportions, and percentages. This book offers teaching methods to develop a dynamic and flexible understanding of numbers and operations in young learners.

Through questioning fostered by curiosity and active teacher support, students learn to construct mathematical arguments and justify their claims. This book also equips readers with tools and strategies to cultivate students’ mathematical curiosity, positive learning attitudes, and skill development.

This practical guide of the RTI process for mathematics offers background research, implementation guidance, tools for reflection and growth, and additional support strategies.

This easy-to-read text combines research, practical strategies, and examples from K–6 classrooms that will inspire and engage mathematical minds.