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Description
These Building Thinking Classrooms new 4-quadrant style notes accompany IM® Grade 6 Math authored by Illustrative Mathematics® (Open Up Resources) Unit 7: Rational Numbers. This unit focuses on all things rational, including negative numbers, inequalities, graphing on a coordinate plane, common factors & common multiples. Balance student need for structure with the need for freedom and help your students think deeply throughout the notemaking process!
These will also work as guided notes for those of you who are not quite ready to dive into the Building Thinking classrooms notemaking structure.
What's Included
✮Teacher Directions & Tips
✮Display: What’s in the Quadrants
✮Cover Page (for packet)
✮Blank Notes Template
✮Version 1: Quadrants with Header only (Blank)
✮Version 2: Quadrants A&B outline
✮Version 3: Quadrants A&B&C outline
✮Version 4: Fully Complete Teacher Version
✮Full page Visuals of Quadrants A&B for teacher to display on board
✮Google Slides Presentation of Top 2 Quadrants (and bottom 2 quadrants separate)
Unit 7 Notes Topics included
✮Lesson 7.1: Positive & Negative Numbers
✮Lesson 7.2: Points on the Number Line
✮Lesson 7.3 & 7.4: Comparing & Ordering Positive & Negative Numbers
✮Lesson 7.5: Using Negative Numbers in Contexts
✮Lesson 7.6 & 7.7: Absolute Value & Comparing Numbers & Distance from Zero
✮Lesson 7.8: Writing & Graphing Inequalities
✮Lesson 7.9 & 7.10: Solutions to Inequalities & Interpreting Inequalities
✮Lesson 7.11: Points on the Coordinate Plane
✮Lesson 7.12 & 7.13: Constructing & Interpreting Points on the Coordinate Plane
✮Lesson 7.14: Distances on the Coordinate Plane
✮Lesson 7.15: Shapes on the Coordinate Plane
✮Lesson 7.16: Common Factors
✮Lesson 7.17: Common Multiples
✮Lesson 7.18: Using Common Factors & Multiples
You may also enjoy:
__________________________________________________________________
This resource supports IM® K-12 Math authored by Illustrative Mathematics® and used under a CC BY 4.0 International Attribution License.
6th Grade Unit 7 Notes: Building Thinking Classrooms | IM® Grade 6 Math Rational
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What others say
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Description
These Building Thinking Classrooms new 4-quadrant style notes accompany IM® Grade 6 Math authored by Illustrative Mathematics® (Open Up Resources) Unit 7: Rational Numbers. This unit focuses on all things rational, including negative numbers, inequalities, graphing on a coordinate plane, common factors & common multiples. Balance student need for structure with the need for freedom and help your students think deeply throughout the notemaking process!
These will also work as guided notes for those of you who are not quite ready to dive into the Building Thinking classrooms notemaking structure.
What's Included
✮Teacher Directions & Tips
✮Display: What’s in the Quadrants
✮Cover Page (for packet)
✮Blank Notes Template
✮Version 1: Quadrants with Header only (Blank)
✮Version 2: Quadrants A&B outline
✮Version 3: Quadrants A&B&C outline
✮Version 4: Fully Complete Teacher Version
✮Full page Visuals of Quadrants A&B for teacher to display on board
✮Google Slides Presentation of Top 2 Quadrants (and bottom 2 quadrants separate)
Unit 7 Notes Topics included
✮Lesson 7.1: Positive & Negative Numbers
✮Lesson 7.2: Points on the Number Line
✮Lesson 7.3 & 7.4: Comparing & Ordering Positive & Negative Numbers
✮Lesson 7.5: Using Negative Numbers in Contexts
✮Lesson 7.6 & 7.7: Absolute Value & Comparing Numbers & Distance from Zero
✮Lesson 7.8: Writing & Graphing Inequalities
✮Lesson 7.9 & 7.10: Solutions to Inequalities & Interpreting Inequalities
✮Lesson 7.11: Points on the Coordinate Plane
✮Lesson 7.12 & 7.13: Constructing & Interpreting Points on the Coordinate Plane
✮Lesson 7.14: Distances on the Coordinate Plane
✮Lesson 7.15: Shapes on the Coordinate Plane
✮Lesson 7.16: Common Factors
✮Lesson 7.17: Common Multiples
✮Lesson 7.18: Using Common Factors & Multiples
You may also enjoy:
__________________________________________________________________
This resource supports IM® K-12 Math authored by Illustrative Mathematics® and used under a CC BY 4.0 International Attribution License.







