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Receive FREE SHIPPING on orders over $99 placed on the Didax website and shipped within the contiguous US. No promo code is required to receive this offer.
The order total for free shipping is calculated after any discounts are applied. Orders containing Eureka Math Kits DO NOT qualify for free shipping.
Free shipping valid ONLY on orders placed on the Didax website shipped within the contiguous US. Our regular shipping policies applies to other orders.
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How Research Shaped the LEAP Curriculum for Early Algebra
As seen in EdWeek
The LEAP Curriculum, created by TERC and sold by Didax, was recently featured in an article in EducationWeek. The article explores how early algebraic thinking develops in young children and highlighted the research behind Project LEAP. What follows is a summary of that piece along with key program insights from the LEAP authors.
For many years, algebra has been viewed as a middle school milestone, a moment when students suddenly transition from working with numbers to working with letters. Yet research from TERC and its university partners shows that the thinking behind algebra begins much earlier. This insight became the foundation for Project LEAP, a multi-year study dedicated to understanding how young children build the ideas that prepare them for success in later algebra. The LEAP Curriculum grew directly out of this body of research, bringing early algebraic thinking into
Manipulatives Make Algebra Learning Concrete for Upper Levels
Every middle school math classroom presents a unique set of opportunities and challenges. Students arrive with solid arithmetic skills but often struggle as they move toward abstract ideas in algebra. When lessons begin with symbols and rules alone, many students quickly lose confidence. Hands-on learning provides a bridge, giving students something concrete to think with as they make sense of new concepts.
Little Minds, Big Numbers: The Importance of Math in Preschool Classrooms
Hands-on math in preschool is about more than numbers—it’s about building curiosity, problem-solving, and essential thinking skills. From sorting and measuring to patterns and counting, playful activities lay the foundation for lifelong math success. These activities don't just teach math—they teach kids how to think.
Let’s count, sort, measure, and build our way into bright mathematical futures—one playful moment at a time!
Math fact fluency is a critical foundation for students' long-term success in mathematics. This article explores what fact fluency is, why it matters, and how parents and teachers can work together to support children in developing fluency through understanding, strategy development, and effective practice.
Pre-K – grade 1 educators know all too well the importance of math in the early years and research confirms, “Children’s early mathematical knowledge serves as a predictor of later mathematics success and their college and career opportunities.” (Shah et al. 2018; Watts et al. 2014).
PEMDice, the “Order of Operations Game,” is an excellent resource for expanding mathematical thinking in a fun, engaging way. It is a perfect fit for kids at home who enjoys a challenge at any level. It can start simply, and evolve into a remarkably complex puzzle.
Spatial ability or visualization is essential in engineering and scientific fields. It is the skill of understanding where objects are in space in relation to each other and how they interact. Geometiles is a tool for children to develop spatial awareness either in a self-directed or teacher-directed way. Whichever way you use Geometiles, they give children an opportunity to develop resourcefulness and hone their problem solving skills.
The Linear Graphs Algebra Game is an interactive way to teach key algebra concepts to your students in grades 8+. This card game has 12 sets of matching cards, each set includes 6 cards showing multiple representations of the same equation. This is a great tool to use in a small group or whole class.
I like to think of number sense as the linchpin to learning mathematics well. It plays a critical role in students’ confidence and risk taking. It helps them determine the reasonableness of their solutions and tinker with strategies and approaches when their solutions to problems are off. Number sense enables students to be flexible and efficient with both their computation and reasoning.