1.若抛物线y=mx^2+nx+p与y=-x^2-6x关于原点O中心对称,求此抛物线的解析式

1.若抛物线y=mx^2+nx+p与y=-x^2-6x关于原点O中心对称,求此抛物线的解析式
2.根据1的结果,合理猜想:直接写出与抛物线y=a(x-h)^2+k关于原点O中心对称的二次函数解析式
3.若1中的抛物线y=mx^2+nx+p与y轴交于点M,与x轴交于点A和B(点A在左),点C是线段AB的重点,求sin角CMB
4.在3的条线下,在抛物线y+mx^2+nx+p上是否存在点P,使△OPB得面积与△MCB的面积相等,求出P点的坐标
138888924498 1年前 已收到1个回答 举报

wxd223 幼苗

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1年前

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