Teachers seemed to appreciate these PDs as they were applicable to their every day teaching. The document below on the left was how we wrapped up the Talk Moves and Student Discourse PD series. Teachers briefly reflected on where they are in regards to student discourse and where they hope to go. I encouraged them to use the document below on the left to increase the rigor in their "go to" questions, (II.b.iv).
As I went into classrooms to model and co-teach math talks, (II.b.vi, III.v.c.), I was able to build relationships with students which allowed me to motivate and extend learning for individual students, (II.a.iii, II.b.vx.). I helped select math talks that provided multiple entry points and helped develop an environment where talking about math became a norm, encouraging students to really listen and respond to their peers, (II.ai.v) and sharing their thought processes and representations, finding similarities between the way classmates solved the same problem, (II.b.iii). Using sentence stems and introducing vocabulary to support mathematical discourse, (II.b.ii), allowed students the opportunity to use precise language to communicate their thinking, (II.b.v).
I think modeling and co-teaching lessons and providing PD around something teachers were able to take and implement immediately are great ways to encourage people to try new things. I had good feedback from colleagues and said that they were often inspired after watching me teach a lesson. I hope I am able to get into classrooms even more next year during the math block so I can continue my journey as a mathematics teacher leader.
Pedagogy Standards, from AMTE, 2013:
Learners and Learning. Math Specialist professionals must know and be able to:
II.a.iii. Understand cultural differences among learners (e.g., algorithms or learning practices familiar to different groups of learners) and utilize this knowledge to motivate and extend learning opportunities for individuals and groups of learners.
II.ai.v. Create social learning contexts that engage learners in discussions and mathematical explorations among peers to motivate and extend learning opportunities.
Teaching. Mathematics Specialist professionals must know and be able to:
II.b.ii. Support students’ learning of appropriate technical language associated with mathematics, attending to both mathematical integrity and usability by learners.
II.b.iii. Construct and evaluate multiple representations of mathematical ideas or processes, establish correspondences between representations, and understand the purpose and value of doing so.
II.b.iv. Use questions to effectively probe mathematical understanding and make productive use of responses.
II.b.v. Develop learners' abilities to give clear and coherent public mathematical communications in a classroom setting.
II.b.vi. Model effective problem solving and mathematical practices—questioning, representing, communicating, conjecturing, making connections, reasoning and proving, self-monitoring—and cultivate the development of such practices in learners.
II.b.vx. Manage diversities of the classroom and school—cultural, disability, linguistic, gender, socio- economic, developmental—and use appropriate strategies to support mathematical learning of all students.
Leadership. Mathematics Specialist professionals must be able to:
III.v.c. Develop appropriate classroom- or school-level learning environments.