如图,在平面直角坐标系中,A(-2,0),B(0,1),有一组抛物线,它们的顶点在直线AB上,并且经过点,当n = 1,2,3,4,5…时,,3,5,8,13…,根据上述规律,写出抛物线的表达式为___________,抛物线的顶点坐标为_________,抛物线与轴的交点坐标为__________________.
先化简,后求值:[(x+y)-(x—y) +2y(x—y)]÷4y,其中2x-y =18
如图,△ABC中,AB="AC," BD上AC于点D,CE⊥AB于点E.求证:BD=CE
分解因式:9xy- 6xy+ y
计算:(21xy -35xy+7xy)÷(-7xy)
如图,直线l1 y1:= kx+b与直线l2:y2=mx+n交点为P(1,1),当y1>y2>0时,x的取值范围是________