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LO bisects NLM, LM =

  1. ray OC bisects <AOB, ray OD bisects <AOC, RAY OE BISECTS <AOD, RAY OF BISECTS <AOE NAD RAY OG BISECTS <FOCIF THE MEASUREOF <BOF
  2. ray OC bisects <AOB, ray OD bisects <AOC, RAY OE BISECTS <AOD, RAY OF BISECTS <AOE NAD RAY OG BISECTS <FOCIF THE MEASUREOF <BOF
  3. the triangle is named ACB and E is the intersection of AT which bisects CB, BR which bisects AC and CS which bisects AB. CS, RB,
  4. What do the measures of the angles tell you about AD⎯→⎯⎯eh d with right arrow above?A. The ray bisects ∠BACangle b eh
  5. What are the missing reasons in the two-colum proof?Given - MO bisects <PMN and OM bisects <PON Prove - trianglePMO congruent to
  6. Given: MO bisects 4PMN and OM bisects 4PONProve: 4PMO =ANMO 1. MO bisects <PMN 2. LPMO = <NMO 3. МО = МО 4. OM bisects PON
  7. Anna wrote an informal proof to prove ∠1≅∠2in △ABC . She is given that AB≅AC and that AD bisects ∠BAC . 1. Since AD
  8. Given: QS bisects ∠RQT; ∠R ≅ ∠ TProve: SQ bisects ∠RST /Users/szeringue/Documents/triangle.doc
  9. what are missing reasons in the two collumnproof given: MO bisects <PMN and OM bisects <PON Prove: PMO = NMO
  10. 1)Line RS bisects PQ at point R.find RQ if PQ =14 centimeters.2)line JK Bisects MN at points J. Find MN if JM = 6 3/4 feet. 3)