In a circle, \(PQ\) and \(RS\) are two parallel chords. The transversals through \(PR\) and \(QS\) intersects each other at \(O\). If \(\angle\) \(ROS\) \(=\) 35\(^{\circ}\), then find the \(\angle\) \(POQ\) and check whether the chords are equal or not.
Answer:
The \(\angle\) \(POQ\) is \(^{\circ}\)
The chords are in length.