Question

In a parallelogram PQRS, the bisectors of angle P and angle Q meet at O. Find angle POQ​​

Answer 1

Answer:  

90

Step-by-step explanation:

Given

∠SPO=∠POQ

∠OQR=∠POQ

∵∠P+∠Q=180°  [∵PS║QR]

∠SPO+∠OQR=\frac{180}{2}

∠SPO+∠OQR=90°

∠O=180°-90°  (By Angle Sum Property)

∠O=90°