(1)作OE⊥AB于点E,OF⊥CD于点F,连接OA,OC
∵∠AOB=120°
∵∠A =30°
∴OE =1/2OA=3
∵∠COD =60°
∴∠C =60°
∴OF =3√3
当AB,CD在圆心同侧时,EF=3√3-3
当AB,CD在圆心异侧时,EF=3√3+3
(2)作OE⊥AB于点E,OF⊥CD于点F
∵AB=CD
∴OE=OF
∴O在∠APB的平分线上
∴OP平分∠APD
(1)作OE⊥AB于点E,OF⊥CD于点F,连接OA,OC
∵∠AOB=120°
∵∠A =30°
∴OE =1/2OA=3
∵∠COD =60°
∴∠C =60°
∴OF =3√3
当AB,CD在圆心同侧时,EF=3√3-3
当AB,CD在圆心异侧时,EF=3√3+3
(2)作OE⊥AB于点E,OF⊥CD于点F
∵AB=CD
∴OE=OF
∴O在∠APB的平分线上
∴OP平分∠APD