Postulates, Properties, and Proofs (Geometry Unit 3)
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# Postulates, Properties, and Proofs (Geometry Unit 3)

A continuation of Geometry principles
4.0 (1 rating)
9 students enrolled
Created by Matt Gromlich
Last updated 11/2015
English
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Includes:
• 44 mins on-demand video
• 13 Supplemental Resources
• Access on mobile and TV
• Certificate of Completion
What Will I Learn?
• Use postulates to determine the validity of geometric statements
• Memorize, identify, and understand segment properties, postulates, and theorems
• Use segment properties, postulates, and theorems to develop segment proofs
View Curriculum
Requirements
• Students should have taken Units 1 and 2 before starting this unit
• This is a continuation of my Geometry curriculum
Description

*Please note, this is a continuation of my first two curriculum units in Geometry. To be successful, it may be necessary to work through the first two units.*

Now that you know the basics, we can begin working through segment proofs. Memorizing the properties, postulates, and theorems is necessary for success in Geometry. I have attached a handout to assist you throughout the lessons, but memorization of these Postulates, Properties, Theorems, and Definitions is necessary.

After competing this Unit, you will be able to use postulates to prove that geometric statements are always, sometimes, or never true. You will also be able to use properties of segments to prove segment relationships in a formal, two-column proof.

In this Unit, there are three lessons. These lessons cover: Postulates, Properties and Proofs, and Segment Proofs.

Who is the target audience?
• Geometry students
• Geometry teachers
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Curriculum For This Course
Expand All 7 Lectures Collapse All 7 Lectures 48:11
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Course and Unit Introduction Videos
2 Lectures 07:19
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Lesson 1 - Postulates
1 Lecture 10:33
Preview 10:33
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Lesson 2 - Properties and Proofs
1 Lecture 17:36
Lesson 2 - Properties and Proofs
17:36
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Lesson 3 - Segment Proofs
1 Lecture 08:43
Lesson 3 - Segment Proofs
08:43
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Postulates, Properties, and Theorems Handout
1 Lecture 00:00
Handout
1 page
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