Geometry unit 3 parallel and perpendicular lines quiz 3 1 answer key

3.1 Lines and Angles

3.2 Properties of Parallel Lines

3.3 Proving Lines Parallel

3.4 Parallel Lines and Triangles

3.5 Equations of Lines in the Coordinate Plane

3.6 Slopes of Parallel and Perpendicular Lines

Unit 3 Review

This is a bundle of worksheets, quizzes, and tests for a Geometry class. It serves as a great resource to add to the class, and cuts down on the clutter (no powerpoints or activities: just the straight-forward math)..all the while keeping the cost to a minimum. The bundle includes 7 worksheets, 2 quizzes, Unit Review, and Unit Test:

3.1 - Skew lines, Alt. Interior, Alt. Exterior, Corresponding, Consecutive angles

3.2 - Parallel lines, Angle pairs

3.1-3.2 Quiz

3.3 - Slope, graphing parallel and perpendicular lines

3.4 - Point slope form, Slope Intercept form, graphing lines

3.4 Worksheet #2

3.3-3.4 Quiz

3.5 - Parallel lines, two column proof

3.6 - Perpendicular Lines

Unit 3 Review Packet

Unit 3 Test

All with answer keys included.

*The topics covered are Parallel, perpendicular, and skew lines, angle pairs, corresponding, alt. interior, alt. exterior, and consecutive angle pairs, parallel and perpendicular slope, parallel and perpendicular line equations (in point-slope and slope intercept), and perpendicular lines. The documents are Word based, pdfs included, and completely editable. Enjoy!

**If you find this product useful, consider buying "A Mountain of Geometry" (sold separately) bundle for the entire class, “Unit 3 Bundle - Parallel Perpendicular Lines Equations (13 Days)” (sold separately), or “Geometry - A Mountain of Worksheets, Quizzes, & Tests – One Full Year” (sold separately)**

***Please read the End User License Agreement contained in the Product. Thank you for respecting my work***

Description of unit 3 test parallel and perpendicular lines answer key pdf

NAME DATE PERIOD 35 Study Guide and Intervention Proving Lines Parallel Identify Parallel Lines If two lines in a plane are cut by a transversal and certain conditions are met, then the lines must

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