Question: Honors Geometry: U2 - D4 Homework Directions: On a separate sheet of paper, write a formal two column proof. 1. Given: LI = RE R

Honors Geometry: U2 - D4 Homework Directions: On
Honors Geometry: U2 - D4 Homework Directions: On a separate sheet of paper, write a formal two column proof. 1. Given: LI = RE R IN = EN Prove: LN = RN C 2. Given: B is the midpoint of AC. B Prove: AB = BC A A AM 3. Given: PA bisects LMPT PT bisects LHPA I Prove: m2 3 = m25 3 5 P L 4. Given: m/LMO = MLPMN Prove : m /6 = m/7 O 5 M 7 5. Given: AC = DE AC & DE bisect each other at B Prove: AB = DB D B E

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