From 46e90a53c0b10b64bc0cfd0cfa5a0b2e11ea7e3e Mon Sep 17 00:00:00 2001 From: Susan Walters <116778599+psualumni@users.noreply.github.com> Date: Tue, 31 Dec 2024 18:41:42 -0500 Subject: [PATCH] Unit 9 --- html/a1c47bc8-38ff-48d5-8acb-f870cb34f195.html | 4 ++-- html/a89ae72f-e442-403c-a11a-62c7d363bf62.html | 2 +- html/bd8e7c3f-c2fb-4238-8906-3681fbab7b4f.html | 2 +- 3 files changed, 4 insertions(+), 4 deletions(-) diff --git a/html/a1c47bc8-38ff-48d5-8acb-f870cb34f195.html b/html/a1c47bc8-38ff-48d5-8acb-f870cb34f195.html index d859d590e..715208732 100644 --- a/html/a1c47bc8-38ff-48d5-8acb-f870cb34f195.html +++ b/html/a1c47bc8-38ff-48d5-8acb-f870cb34f195.html @@ -14,10 +14,10 @@
Support for English Language Learners
+MLR 8 Discussion Supports: Conversing
MLR 8 Discussion Supports: Conversing
-In their groups of two, display the following sentence frames for students to use when describing their steps to solve each quadratic equation and questioning each others’ reasoning: “First, I _____ because . . .”, “I know _____ because . . .”, “Why did you . . .?”, and “How do you know . . . ?” Encourage students to challenge each other when they disagree. This will help students clarify their reasoning when solving quadratic equations using multiple methods.
+In their groups of two, display the following sentence frames for students to use when describing their steps to solve each quadratic equation and questioning each others’ reasoning: “First, I _____ because . . .”, “I know _____ because . . .”, “Why did you . . .?”, and “How do you know . . . ?” Encourage students to challenge each other when they disagree. This will help students clarify their reasoning when solving quadratic equations using multiple methods.
Design Principle(s): Support sense-making; Maximize meta-awareness
Support for English Language Learners
+MLR 2 Collect and Display: Conversing
MLR 2 Collect and Display: Conversing
Listen for and collect vocabulary, gestures, and diagrams students use to explain how to rewrite perfect squares from standard form to factored form, and vice versa. Write the students’ words on a visual display and update it throughout the remainder of the lesson. Refer back to the visual display during the activity synthesis to reiterate key ideas. Remind students to borrow language from the display as needed. This will help students read and use mathematical language during their partner and whole-class discussions.
Design Principle(s): Maximize meta-awareness; Support sense-making
Provide support for students
diff --git a/html/bd8e7c3f-c2fb-4238-8906-3681fbab7b4f.html b/html/bd8e7c3f-c2fb-4238-8906-3681fbab7b4f.html index eac72ab07..42ead2bc5 100644 --- a/html/bd8e7c3f-c2fb-4238-8906-3681fbab7b4f.html +++ b/html/bd8e7c3f-c2fb-4238-8906-3681fbab7b4f.html @@ -36,7 +36,7 @@Supports accessibility for: Organization; Attention
Here are four equations followed by worked solutions of the equations. Each solution has at least one error.