题目如图,直线lll与⊙O⊙O⊙O相离,过点OOO作OA⊥lOA⊥lOA⊥l于点AAA,交⊙O⊙O⊙O于点BBB,延长AOAOAO交⊙O⊙O⊙O于点E.E.E.点CCC、PPP在直线lll上,连接CBCBCB并延长交⊙O⊙O⊙O于点DDD,连接DPDPDP,∠PCD=∠PDC.∠PCD=∠PDC.∠PCD=∠PDC.(1)(1)(1)求证:PDPDPD是⊙O⊙O⊙O的切线;(2)(2)(2)若AC=2AC=2AC=2,AB=4AB=4AB=4,PD=10PD=10PD=10,求⊙O⊙O⊙O的半径rrr和弦BDBDBD的长.知识点:切线的判定与性质章节:图形的性质 / 圆