Parallel Lines, Transverse Lines, and Angle Relationships

Parallel Lines, Transverse Lines, and Angle Relationships
Parallel Lines, Transverse Lines, and Angle Relationships
Parallel Lines, Transverse Lines, and Angle Relationships
Parallel Lines, Transverse Lines, and Angle Relationships
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Resource Types
Product Rating
4.0
File Type
PDF (Acrobat) Document File
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0.33 MB   |   24 pages

PRODUCT DESCRIPTION

This includes 6 days of lesson plans, 2 days for a review, and 2 more days for tests in this bundle. This bundle was made exclusively for 11th and 12th grade students in a pull-out math class at a vocational school. These students take on topics slowly. Lesson plans are designed to last about 40 minutes.

These lessons cover identifying and creating parallel and transverse lines. They also cover identifying, creating, and measuring angles based on their relationships (interior, exterior, corresponding, vertical, and supplementary). There is a lot of repetition in these lessons, due to the nature of my students' learning abilities. I use the Mathematics Applications and Connections book by Glencoe to guide my instruction in this class. Many of my lessons utilize worksheets packaged with these books, which I do not include in this lesson plan bundle. I do, however, include all of my own worksheets and games created for these lessons in this product. This particular lesson plan bundle contains IDEAS for multiple hands-on activities, creating angles with their bodies, building a city map, and working backwards to identify angle relationships.

This lesson plan bundle would be great for any pull-out math class 7th-12th grade! I used to teach Middle School and covered this topic several times.
Total Pages
24
Answer Key
Not Included
Teaching Duration
2 Weeks

Average Ratings

4.0
Overall Quality:
4.0
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4.0
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4.0
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4.0
Creativity:
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4.0
Total:
4 ratings
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Parallel Lines, Transverse Lines, and Angle Relationships
Parallel Lines, Transverse Lines, and Angle Relationships
Parallel Lines, Transverse Lines, and Angle Relationships
Parallel Lines, Transverse Lines, and Angle Relationships
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