Classroom Discussions in Math: A Teachers Guide for using talk moves to support the Common Core and more, Third Edition Adapted Original Presentation by.

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Presentation transcript:

Classroom Discussions in Math: A Teachers Guide for using talk moves to support the Common Core and more, Third Edition Adapted Original Presentation by Kelly Lenox

Talk in the Mathematics Class The mathematical thinking of many students is aided by hearing what their peers are thinking. Putting thoughts into words pushes students to clarify their thinking. Teachers can spot student misunderstanding much more easily when they are revealed by a discussion instead of remaining unspoken.

Talk in the Mathematics Class Video Introduction to the text by Suzanne Chapin

Five Productive Talk Moves Revoicing. “So what you’re saying is that it’s an odd number?” Asking students to restate someone else’s reasoning. “Can you repeat what he just said in your own words?” Asking students to apply their own reasoning to someone else’s reasoning. “Do you agree or disagree and why?” Prompting students for further participation. “Would you like to add on?” Using wait time. “Take you time….we’ll wait…”

Improving Participation with Talk Moves participation-strategy participation-strategy 2:25 How do talk moves encourage students to make connections with each other? What can you learn from Ms. Simpson about encouraging students to change their mind?

Three Productive Talk Formats 1. Whole-Class Discussion The teacher is not delivering information, but rather attempting to get students to share their thinking, explain the steps in their reasoning, and build on another’s contributions. The teacher refrains from providing the correct answer and does not reject incorrect reasoning, but instead attempts to get students to explore the steps in their reasoning with the aim that they will gain practice in discovering where their thinking falls short. Students learn by processing information, applying reasoning, hearing ideas from others, and connecting new thinking to what they already know, all for the goal of making sense for themselves of new concepts and skills.

Three Productive Talk Formats 2. Small-Group Discussion The teacher gives students a question to discuss in groups of 3 to 6. The teacher circulates as groups discuss and doesn’t control the discussions, but observes and interjects. 3. Partner Talk The teacher asks a question and gives students one or two minutes to put their thoughts into words with their nearest neighbor. The students who are hesitant about voicing their thoughts to a whole class will have a chance to practice their contribution with just on person. Students who have not understood completely can bring up their questions with their partner.

What Talk Moves and Talk Formats Can You Spot?

Ground Rules for Respectful Talk and Equitable Participation Every student is listening to what other say Every student can hear what others say Every student may participate by speaking out at some point Set ground rules for your class! Respect and courtesy are mandatory. If students are fearful that they will be mocked, they will not speak.

Principles of Productive Talk Establish and maintain a respectful, supportive environment. Focus talk on mathematics. Provide for equitable participation in classroom talk. Explain your expectations about new forms of talk. Try one challenging new thing at a time.

What Does Productive Talk Look Like? Pay attention to how many times you hear the teacher speak in this video.

What Do We Talk About? Mathematical Concepts Computational Procedures Problem-Solving Strategies Mathematical Reasoning Mathematical Terminology, Symbols, and Definitions Forms of Representation

Planning Lessons Identifying the mathematical goals. Anticipating confusion. Asking questions. Managing classroom talk. Planning the implementation.

Troubleshooting My students won’t talk! The same few students do all the talking! Should I call on students who do not volunteer? My students will talk, but they won’t listen! Huh? Responding to incomprehensible contributions. Brilliant, but did anyone understand? I have students at different levels. What should I do when they’re wrong? This discussion is not going anywhere. Their answers are so superficial! What if the first speaker gives the right answer? What should I do for English language learners?