连接OF、OE
∴OF⊥AB、OE⊥BC
∴∠OFB=∠OEB=90°
∴∠EOF+∠B=180°
∵∠B=180°-(∠A+∠C)=180°-110°=70°
∴∠EOF=180°-∠B=180°-70°=110°
∴∠FPE=1/2∠EOF=1/2×110°=55°
连接OF、OE
∴OF⊥AB、OE⊥BC
∴∠OFB=∠OEB=90°
∴∠EOF+∠B=180°
∵∠B=180°-(∠A+∠C)=180°-110°=70°
∴∠EOF=180°-∠B=180°-70°=110°
∴∠FPE=1/2∠EOF=1/2×110°=55°