题目已知点(0(0(0,y1)(1y_{1})(1y1)(1,y2)(3y_{2})(3y2)(3,y3)y_{3})y3)是抛物线y=x2−2x−3y=x^{2}-2x-3y=x2−2x−3上的点,则y1y_{1}y1,y2y_{2}y2,y3y_{3}y3的大小关系为（ ）A.y1<y2<y3y_{1} \lt y_{2} \lt y_{3}y1<y2<y3B.y1<y3<y2y_{1} \lt y_{3} \lt y_{2}y1<y3<y2C.y3<y1<y2y_{3} \lt y_{1} \lt y_{2}y3<y1<y2D.y2<y1<y3y_{2} \lt y_{1} \lt y_{3}y2<y1<y3知识点：二次函数的性质I章节：函数 / 二次函数
