Proving Triangle Congruence through Transformations

Within this blog you will discover how to perform 2 types of Transformations (Translations, Reflections), prove angles formed from parallel lines and transverals by geometric proofs and how to use geometric proofs to prove triangle congruency.

Angles formed from Parallel lines and Transversals

Vertical Angles
Vertical Angles 1
Vertical Angles 2
Vertical Angles 3


Alternate Interior Angles
Alternate Interior Angles 1
Alternate Interior Angles 2
Alternate Interior Angles 3


Alternate Exterior Angles
Alternate Exterior Angles 1
Alternate Exterior Angles 2
Alternate Exterior Angles 3


Corresponding Angles
Corresponding Angles 1
Corresponding Angles 2
Corresponding Angles 3



Alternate Interior, Alternate Exterior, Vertical and Corresponding Angles
All 4 Congruent Angles Together 1
All 4 Congruent Angles Together 2


Adjacent Angles
Adjacent Angles 1
Adjacent Angles 2
Adjacent Angles 3


Same Side Interior Angles (Consecutive Angles)
Same Side Interior Angles (Consecutive) Angles 1
Same Side Interior Angles (Consecutive) Angles 2
Same Side Interior Angles (Consecutive) Angles 3


Powerpoints and Interactive Activities
- Angles formed from Parallel lines and Transversals Powerpoint 
- Angles formed from Parallel lines and Transversals Interactive Problems (1)
- Angles formed from Parallel lines and Transversals Interactive Problems (2)
-Angles from Parallel lines and Transversals practice problems
(Must be completed on a separate sheet of paper. This site does provide one answer to the proof.)
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