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Given: ABC CD bisects AB CD AB Prove: ACD BCD

#1. given : ABC. CD bisects AB. CD AB. prove : ACD BCD. Statement Reasons 1. ABC 1. given CD bisects AB. CD AB. 2. AD DB Side 2. A bisector cuts a segment into 2. parts. 3. CDA and CDB are right 3. lines form right . 4. CDA CDB Angle 4. All rt are . 5. CD CD Side 5. Reflexive post. 6. ACD BCD 6. SAS SAS. #2. given : ABC and DBE bisect each other. prove : ABD CBD. Statement Reasons 1. ABC and DBE bisect each other. 1. given 2. AB BC Side 2. A bisector cuts a segment into 2. BD BE Side parts. 3. ABD and BEC are vertical 3. Intersecting lines form vertical . 4. ABD BEC Angle 4. Vertical are . 5. ABD CBD 5. SAS SAS. #1. #3. given : AB CD and BC DA. DAB, ABC, BCD and CDA. are rt . prove : ABC ADC. Statement Reasons 1. AB CD Side 1. given BC DA Side 2. DAB, ABC, BCD and CDA 2. given are rt . 3.

Prove: PSR QSR Statement 1. PR QR Side P Q Angle RS is a median Side 2. PS SQ 3. PSR QSR Reasons 1. Given 2. A median cuts the side into 2 parts 3. SAS SAS #14 Given: EG is bisector EG is an altitude Prove: DEG GEF Statement 1. EG is 1. Givenbisector

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Transcription of Given: ABC CD bisects AB CD AB Prove: ACD BCD

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