题目内容
设抛物线
的焦点为
,准线为l,
,已知以
为圆心,
为半径的圆
交
于
两点;
(1)若
,
的面积为
;求
的值及圆
的方程;
(2)若
三点在同一直线
上,直线
与
平行,且
与
只有一个公共点,求坐标原点到m,n距离的比值。
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(1)若
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(2)若
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解:(1)由对称性知:
是等腰直角三角形,斜边
点
到准线
的距离
圆
的方程为
;
(2)由对称性设
,则
点
关于点
对称得:
得:
,
直线
切点
直线
坐标原点到
距离的比值为
。
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点
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圆
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(2)由对称性设
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点
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得:
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直线
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直线
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坐标原点到
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