P and Q are points on the opposite sides of a straight line AB. If O is a point on AB such that\[\angle \mathbf{AOP}=\angle \mathbf{BOQ}\], then which one of the following is correct?

\[\angle AOP={{90}^{{}^\circ }}-\angle AOQ\]

\[\angle AOP={{180}^{{}^\circ }}-\angle AOQ\]

P and Q are points on the opposite sides of a straight line AB. If O i

1.	P and Q are points on the opposite sides of a straight line AB. If O is a point on AB such that\[\angle \mathbf{AOP}=\angle \mathbf{BOQ}\], then which one of the following is correct?
A.	\[\angle AOQ<\angle BOP\]
B.	\[\angle AOQ>\angle BOP\]
C.	\[\angle AOP={{180}^{{}^\circ }}-\angle AOQ\]
D.	\[\angle AOP={{90}^{{}^\circ }}-\angle AOQ\]
Answer» D. \[\angle AOP={{90}^{{}^\circ }}-\angle AOQ\]

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P and Q are points on the opposite sides of a straight line AB. If O is a point on AB such that\[\angle \mathbf{AOP}=\angle \mathbf{BOQ}\], then which one of the following is correct?

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