Ensures students build and retain mastery of mathematical concepts.
Develops deeper understanding through integration of mathematical strands.
Ensures measurable student improvement based on 35 years of success.
An incremental approach gives students the time to understand and practice a small concept before adding the next step.
Distributing skills across the year ensures that students have time to practice and master a concept.
Cumulative practice and assessments cover ideas from earlier lessons to ensure students retain and make connections between concepts.