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  1. Math-U-See Curriculum

    The Math-U-See Curriculum helps students learn math concepts and succeed at their own pace. This unique math curriculum integrates a distinctive set of manipulatives with strategies presented …

  2. Digital Tools - Math-U-See

    The Digital Toolbox offers online tools that support your student’s learning. A free account will give you access to the first three lessons of each level of the Math-U-See Curriculum. If you have purchased a …

  3. Digital Toolbox - Math-U-See

    Digital Toolbox The Digital Toolbox gives users access to online resources that support you and your student. The Digital Toolbox includes: Instruction Videos PDF versions of the instruction materials …

  4. Math-U-See

    Math-U-See focuses on Building Understanding. What began as a simple, effective way to show students “why” math works has grown into an award-winning K-12 program, products focused on …

  5. Products - Math-U-See

    Accelerated Individualized Mastery (AIM) programs provide a solution for students who are struggling with math because of gaps in their foundational math skills set. The AIM programs use proven Math …

  6. Placement - Math-U-See

    Finding Proper Placement The Math-U-See Curriculum is skills-based. Using Greek letters for levels instead of age or grade ensures that students can build strength where needed and progress without …

  7. Resources - Math-U-See

    The Demme Learning Guild Get access to free math activities, games, music, and webinars. Visit the Demme Learning Guild Digital Toolbox Access the first three lessons of each level of the Math-U …

  8. Gamma - Math-U-See

    Gamma Multiplication for Single- and Multiple-Digit Numbers and Other Topics

  9. Primer - Math-U-See

    The Primer level is an introduction to “doing math.” The emphasis of the Primer level is not for the students to demonstrate mastery of concepts and skills but to become familiar with them and ease …

  10. Geometry - Math-U-See

    Geometry has three main areas of emphasis: the vocabulary of geometry, practical applications of geometry, and traditional geometry, including proofs. Topics include lines, angles, area, perimeter, …