Making Mathematics Learning Visible

Discover the strategies that build conceptual understanding of mathematical ideas and problem solving to ensure students demonstrate more than a year's worth of growth for every year spent in school. Bring renowned math educators and coauthors of Visible Learning for Mathematics Linda Gojak or Sara Delano Moore to your school or district for a workshop and learn how by using the right approach at the right time you can design classroom experiences that maximize mathematics learning.

  • Learn more about the three phases of learning—surface, deep, and transfer
  • Explore which mathematics strategies work best for each phase of learning
  • Examine various assessment strategies including effect size so you can measure your impact on student learning
  • Discover how complexity and difficulty build fluency, stamina, and critical thinking