Making Connections and Bridging Gaps

Over the years of writing curriculum and successfully intervening with students, I've honed strategies that help students make connections and apply their knowledge in key mathematical areas.

I will help develop:

✔ Conceptual Understanding – Students will learn the why behind mathematical operations, not just memorize steps, ensuring deeper comprehension and long-term retention.

✔ Problem Solving Strategies – Students will develop critical thinking skills to analyze, find entry points, and solve math problems with confidence and flexibility.

✔ Perseverance & Growth Mindset – Students will build resilience in tackling challenging problems, learning to approach math with a growth mindset and a belief in their own abilities.

How it's done:

✔ Data-Driven Approach – Use district diagnostic assessments and progress monitoring to measure impact

✔ Research-Based Strategies – Focus on conceptual understanding building students through concrete, representational, and abstract methods

✔ Aligned Instructional Materials – Align with curriculum and state standards