if angle PAO = angle QBO
PA = QB
Prove that Triangle OAP= triangle OBQ???
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Step-by-step explanation:
OAP=OBQ
Proof :
PAO=QBO=90
PA=QB
if one angle and a base are equal they are congruent so, OAP=OBQ
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Answer:
it is proved by ASA property
first angleA= angle B (given)
ANGLE POA =angle BOQ (vertically opposite angle
if two congurant angle of two congurant triangle are equal then third one is also equal
so triangle OAP=triangle OBQ
Step-by-step explanation:
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