过A作AE⊥准线,过D作DG⊥准线,F为焦点,设A(x1,y1),B(x2,y2),则
AB•CD=(AF-BF)(DF-CF)=(AE-BF)(DG-CF)=(x1+p/2-p/2)(x2+p/2-p/2)=x1x2
方程联立得x1x2=p^2/4
过A作AE⊥准线,过D作DG⊥准线,F为焦点,设A(x1,y1),B(x2,y2),则
AB•CD=(AF-BF)(DF-CF)=(AE-BF)(DG-CF)=(x1+p/2-p/2)(x2+p/2-p/2)=x1x2
方程联立得x1x2=p^2/4