∵OC是∠AOD的平分线,∠COD=20°
∴∠aoc=∠cod=20°
即∠aod=∠aoc+∠cod=20°+20°=40°
∵∠AOB=130°
∴∠dob=∠aob-∠aod=130°-40°=90°
∵OE是∠BOD的平分线
∴∠COE=∠BOE=90°/2=45°
∵OC是∠AOD的平分线,∠COD=20°
∴∠aoc=∠cod=20°
即∠aod=∠aoc+∠cod=20°+20°=40°
∵∠AOB=130°
∴∠dob=∠aob-∠aod=130°-40°=90°
∵OE是∠BOD的平分线
∴∠COE=∠BOE=90°/2=45°