3-3: Parallel Lines & 3-3: Parallel Lines & Angles Angles Unit 3: Geometry Unit 3: Geometry English Casbarro English Casbarro
Welcome message from author
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
3-3: Parallel Lines & Angles3-3: Parallel Lines & AnglesUnit 3: GeometryUnit 3: GeometryEnglish CasbarroEnglish Casbarro
It is only when the lines are parallel that there are special congruent angles formed. But the angle names remain the same whether they are parallel or not.
You use the Same-Side InteriorAngles Postulateto prove the other theorems.
Statements Reasons
Notice that this looks different from the other proofs you have done. This is called a flow proof. You list the things that you know, and use arrows to show where the logical progression goes.
Turn in the following problemsComplete the following proof:Given: l || mProve:
1.
2. Write a proof (2-column or paragraph) of the Same-Side Interior Angles Theorem. Given: r || s Prove:
Related Documents
