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Q.--> OA = OB , OC = OD , <AOB = <COD . Prove that AC = BD.
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oa= ob(SIDE
OC=OD(SIDE
ANGLE AOB = ANGLE COD(ANGLE
SO OAC IS CONGRUENT TO OBD (SIDE ANGLE SIDE PROPERTY)
SO (CPCT) AC=BD
OC=OD(SIDE
ANGLE AOB = ANGLE COD(ANGLE
SO OAC IS CONGRUENT TO OBD (SIDE ANGLE SIDE PROPERTY)
SO (CPCT) AC=BD
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