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This Using Unique Triangles to Solve Real-World and Mathematical Problems lesson plan also includes:
- EngageNY Resources (.html)
- Using Unique Triangles to Solve Real-World and Mathematical Problems (.docx)
- Grade 7 Module 6, Topic B, Lesson 15: Student Materials (.pdf)
- Grade 7 Module 6, Topic B, Lesson 15: Student Materials (.docx)
- Grade 7 Module 6, Topic B: Overview (.pdf)
- Grade 7 Module 6, Topic B: Overview (.docx)
- Grade 7 Module 6: Overview (.pdf)
- Grade 7 Module 6: Overview (.docx)
- Grade 7 Module 6: Mid Module Assessment (.pdf)
- Grade 7 Module 6: Mid Module Assessment (.docx)
- Grade 7 Module 6: End of Module Assessment (.pdf)
- Grade 7 Module 6: End of Module Assessment (.docx)
- Grade 7 Module 6: Copy Ready Materials (.pdf)
- Grade 7 Module 6: Student Materials (.pdf)
- Grade 7 Module 6: Teacher Materials (.pdf)
- Grade 7 Module 6: Cube Net (.pdf)
- Grade 7 Module 6: Cube Net (.docx)
- Grade 7 Module 6: Pyramid Net 1 (.pdf)
- Grade 7 Module 6: Pyramid Net 1 (.docx)
- Grade 7 Module 6: Pyramid Net 2 (.pdf)
- Grade 7 Module 6: Pyramid Net 2 (.docx)
- Grade 7 Module 6: Rectangular Prism Net 1 and 2 (.pdf)
- Grade 7 Module 6: Rectangular Prism Net 1 and 2 (.docx)
- EngageNY Math: Translated Modules (.pdf)
- Grade 7 Module 6: Arabic (.pdf)
- Grade 7 Module 6: Arabic (.docx)
- Grade 7 Module 6: Bengali (.pdf)
- Grade 7 Module 6: Bengali (.docx)
- Grade 7 Module 6: Haitian Creole (.pdf)
- Grade 7 Module 6: Haitian Creole (.docx)
- Grade 7 Module 6: Simplified Chinese (.pdf)
- Grade 7 Module 6: Simplified Chinese (.docx)
- Grade 7 Module 6: Spanish (.pdf)
- Grade 7 Module 6: Spanish (.docx)
- Grade 7 Module 6: Traditional Chinese (.pdf)
- Grade 7 Module 6: Traditional Chinese (.docx)
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How can congruent triangles help mark a soccer field? This is just one question your classes can answer after solving the real-world problems in the lesson. Each example posed through a word problem elicits higher-order thinking and applies the concepts learned in the previous five lessons in this series of 29.
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CCSS:
Designed
Concepts
Additional Tags
Instructional Ideas
- Use practice problems with mini whiteboards as an in-class understanding check
- Create stations with the different problem-solving questions; have groups rotate through the stations as they solve each problem
Classroom Considerations
- Individuals must be comfortable with construction tools and have an understanding of congruence criteria of triangles
Pros
- Provides a detailed teaching guide with questioning suggestions
- Uses geometry to model real-life situations
Cons
- None