A) AO = BO
B) AP = SO
C) PO = BO
D) \[\angle APO=\angle BQO\]
Correct Answer: C
Solution :
We have \[\Delta OAP\cong \Delta OBQ\] So, \[AP=BQ,\text{ }AO=BO,\text{ }OP=OQ\] and \[\angle APO=\angle BOO,\text{ }\angle OAP=\angle OBQ,\] \[\angle AOP=\angle BOQ\]You need to login to perform this action.
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