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Start Here

Materials:
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Professional Noticing: Developing Responsive Mathematics Teaching 
(1 copy per person)
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Note taker
(1 copy per person)
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Optional: Teaching Responsively through Professional Noticing PDF with notes
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someone to hold your hand

Play the video to begin engagement and interaction around the importance of child-watching for instructional  decision making. This step will finish with two videos of students solving a math problem. Participants will record what they notice about student understandings on the note-taker.  

9 minutes

Step 2

During step 2, participants will engage in thinking about the mathematical trajectory for addition and subtraction, and consider how this understanding might help to refining their noticings. Participants will thoughtfully reflect on the trajectory and the Ball quote before watching another student video.   They will then use their noticings of this students understandings and/or misconceptions to decide upon possible next instructional steps for the student.

28 minutes

Step 3

Build upon the discussions and experiences from "Step 2" to process information from the article Professional Noticing: Developing Responsive Mathematics Teaching. Participants will reflect on their own engagement in child watching during "Step 2" and how child watching aligns with best teaching practices. 

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8 minutes

Going Beyond

Math trajectories videos for multiplication, division, and early number sense are also available for teachers who are able to work in grade level specific groups or would like to grow their math content understanding. 

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Welcome! This page is intended for facilitators to use in planning. This 45-60 minute module consists of 3 steps and an optional "Going Beyond" section. Review this page for facilitation suggestions and required materials.

 

Objective:

To engage in child watching to determine students' mathematical understandings and misconceptions in order to respond with effective instructional tactics. 

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       Deliberately connecting instructional decisions to interpretations based on               attending evidence increases the likelihood of better understanding our                     students and giving them thoughtful, individualized, and effective                                 mathematical experiences. 

                           (Thomas, Eisenhardt, Fisher, Shack, Tassell, & Yoder, 2015. p.302)

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The purpose of this module is to establish how the use of child watching in instructional settings is used to make decisions that drive student understanding. Visit the "Going Beyond" section for further support and resources.

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