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ESTM T480 Student Teaching Lesson Title: 3.3 Proofs with Parallel Lines Mentor Teacher: Krystle WatsonStudent Teacher: Alfredo FloresDate of Lesson: 01/28/19, 01/30/19 01/31/19Grade: 10thContent Area:
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How to fill out 33proofs with parallel lines

How to fill out 33proofs with parallel lines
01
Step 1: Begin by drawing two parallel lines on a piece of paper.
02
Step 2: Choose a point on one of the lines that needs to be proved.
03
Step 3: Draw a line segment, known as transversal, that intersects both parallel lines.
04
Step 4: Identify the corresponding angles, alternate interior angles, alternate exterior angles, and consecutive interior angles formed by the transversal.
05
Step 5: Use the given information or theorems to prove the desired point using the properties of parallel lines and their angles.
06
Step 6: Clearly state the difference in angles and lines that support your proof.
07
Step 7: Review and revise your proof if necessary.
Who needs 33proofs with parallel lines?
01
Students studying geometry and proving theorems involving parallel lines need to use 33proofs with parallel lines.
02
Mathematics teachers who are teaching geometry or proof-based courses can utilize 33proofs with parallel lines to demonstrate concepts and provide practice problems.
03
Anyone interested in exploring the properties of parallel lines and their angles can benefit from using 33proofs with parallel lines.
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