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  1. Professional Development Sessions. Created by the team of teacher–writers behind Eureka Math, our in-person and virtual professional development (PD) sessions include options for teachers and leaders. These sessions ensure strong initial implementation as well as sustained success. PRIVATE PD.

  2. Key Considerations for Structuring an Effective Math PD Program. Alignment with Goals: The PD program should enhance teaching proficiency in math, which in turn should align with the overarching goal of improving student outcomes.

  3. Patterns doesn’t offer vague or theoretical advice. Instead, it engages your teachers with pragmatic strategies for practical use. Our highly experiential program models best practices that your teachers can implement immediately. “It's clear to me that many teachers are involved in this program,” noted Ms. Miloro.

  4. 21 Ιουλ 2021 · Check out my favorite math professional development books to learn research-based strategies and set yourself & students up for success. One of my favorite ways to spend my summer break is by reading math professional development books about the best teaching strategies and research-based practices.

  5. 9 Μαρ 2022 · In this post I share all three of my amazing mathematics professional development for teachers. They are all PD for math teachers online and they are truly transformational. Enjoy reading more about each one and make sure you read to the end for a very important announcement!

  6. 9 Οκτ 2024 · You’ll discover how choosing the right math tasks for PD sessions can promote reasoning and problem-solving, boosting both your educators own proficiency and teaching practice. Learn how productive struggle with adults, when applied thoughtfully, can foster growth for teachers and translate into better learning outcomes for students.

  7. Led by Beth Kobett, Skip Fennell, and Karen Karp, three teams of on-the-ground math education experts have crafted these ready-to-implement, engaging tasks to connect skills, concepts and practices. These tasks encourage students to reason, problem-solve, discuss, explore multiple solution pathways, connect multiple representations, and justify ...

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