My teaching is grounded in one core belief: brains before buttons. Students should make sense of mathematics before relying on formulas, shortcuts, or calculators. I design learning experiences that push students to think, discuss, test ideas, and refine their understanding over time.
I prioritize student-to-student collaboration, where learners explain their thinking, challenge one another, and build understanding together. My classroom blends elements of Building Thinking Classrooms with Kagan cooperative learning structures, creating a space where every student is actively engaged in the work of thinking.
A major focus in my teaching is helping students make their thinking visible. I emphasize clear communication, precise mathematical language, and reasoning that can be followed and discussed—not just correct answers.
Many of my lessons follow a structure similar to the scientific method:
make a claim
test ideas
analyze results
refine understanding
This approach helps students connect what they already know to new concepts in a meaningful and lasting way. My resources are designed to support:
reasoning-first instruction
structured student discussion
meaningful problem solving
visible thinking and justification
Everything I create is classroom-tested and built for real students—not ideal ones.