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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

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Step 1: Begin by drawing two parallel lines on a piece of paper.
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Step 2: Choose a point on one of the lines that needs to be proved.
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Step 3: Draw a line segment, known as transversal, that intersects both parallel lines.
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Step 4: Identify the corresponding angles, alternate interior angles, alternate exterior angles, and consecutive interior angles formed by the transversal.
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Step 5: Use the given information or theorems to prove the desired point using the properties of parallel lines and their angles.
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Step 6: Clearly state the difference in angles and lines that support your proof.
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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.
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Mathematics teachers who are teaching geometry or proof-based courses can utilize 33proofs with parallel lines to demonstrate concepts and provide practice problems.
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Anyone interested in exploring the properties of parallel lines and their angles can benefit from using 33proofs with parallel lines.
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33proofs with parallel lines refers to a standardized document used to report specific financial information in a format that allows for easy comparison and analysis.
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