Using Five Processes to Gain Deep Mathematical Understanding
Grades PreK-3: Teachers, Coaches, Curriculum Leaders, Administrators
January 12
, January 19
, & January 26, 2022
5:00 PM - 6:30 PM
In both literacy and mathematics, in order to build conceptual and procedural knowledge, students need to make inferences, synthesize, and reflect on their thinking. In this workshop, participants will explore strategies for developing conceptual understanding and procedural knowledge in mathematics through the five processes: communication, representation, problem solving, reasoning, and connections. Participants will examine what each process is, and why each process is significant to learning in mathematics. The presenters will share a variety of evidence-based practices for engaging PreK-3 students in these five processes, including academic discourse, vocabulary instruction, the Concrete-Representational-Abstract (CRA) model, making conjectures, and self-monitoring strategies. Through personally participating in problem-solving with manipulatives, games, and truly problematic contexts, participants will analyze the mathematical processes students use as well as the mathematical concepts and procedures they learn. Throughout the workshop, participants will actively engage in and reflect on rich mathematics activities that can be used with PreK-3 students to enable them to gain deep mathematical understanding.


If you have questions or concerns, or would like to receive more information about this workshop, please contact our Professional Learning Coordinator, Alison Dwier-Selden Alison Dwier-Selden.