2012年黄冈中学高考数学压轴题精编精解精选100题详细解答图文.pdf
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1、20XX年黄冈中学高考数学压轴题精编精解精选100题详细解答 _图文导读:就爱阅读网友为您分享以下“20XX年黄冈中学高考数学压轴题精编精解精选100 题详细解答 _图文”的资讯,希望对您有所帮助,感谢您对的支持!当 x1?x2 时,利用 kPQy4y?y2?kMA有?1 x?1yx1?x2?42 整理得,y2?4x?28.当 x1?x2 时,R 的坐标为(7,0),也满足 y2?4x?28.所以 y2?4x?28 即为动点 R 的轨迹方程.87、解析:(1)由题意可知a?c?1a?2,b?c?1,?椭圆的方程为x2 2?y2?1;(2)由(1)得 F(1,0),所以 0?m?1.假设存在满足
2、题意的直线 l,设 l 的方程为x2y?k(x?1),代入?y2?1,得(2k2?1)x2?4k2x?2k2?2?0,2 设 A(x1,y1),B(x2,y2),则 x1?x2?4k22k2?2,xx?122k2?12k2?1?y1?y2?k(x1?x2?2)?2k,22k?1 4k2?2k?CA?CB?(x1?m,y1)?(x2?m,y2)?(2?2m,2),2k?12k?1 文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N
3、7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4
4、ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X
5、5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文
6、档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA
7、7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10
8、O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 H
9、X1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9?(CA?CB)?AB,而 AB 的方向向量为(1,k),14k2?2km;?2,即存在这样?2m?2?k?0?(1?2m)k2?m?当 0?m?时,k?22k?12k?11?2m 的直线 l;当 1?m?1 时,k 不存在,即不存在这样的直线l 2 x2y2 88、解:(1)依题意,设椭圆方程为2?2?1(a?b?0),则其右焦点坐标为ab F(c,0),c?a2?b2,?1 分由
10、|FB|?2?2,文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K
11、6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编
12、码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T
13、5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8
14、D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1
15、N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J
16、7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9即(c2?2?4,解得 c?22。?3 分22xy222?1。?4 分又 b?2,a?c?b?12,即椭圆方程为 124(2)由|AM|?|AN|知点
17、 A 在线段 MN 的垂直平分线上,?y?kx?2?由?x2消去y得x2?3(kx?2)2?12 y2?1?124 即(1?3k2)x2?12kx?0(*)?6 分由 k?0,得方程(*)的?(?12k)2?144k2?0,即方程(*)有两个不相等的实数根。?7 分设 M(x1,y1)、N(x2,y2),线段 MN 的中点 P(x0,y0),文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档
18、编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7
19、T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O
20、8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX
21、1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7
22、J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 Z
23、S1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5
24、K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9则 x1?x2?x1?x212k6kx?,?02221?3k1?3k 6k2?2(1?3k2)6k?2?2P(,)?9分?,即?y0?kx0?2?1?3k21?3k21?3k21?3k2?2?22?2?2(1?3k2)1?3k?k?0,直线 AP 的斜率为 k1?,?10 分?6k 1?3k2?2?2(1?3k2)?k?1,?11 分 由AP?MN,得 6k 2?2?6k?6,解得:k?又 0?,故?23,即 tan?,
25、?12 分 335?,6?6,或?文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4 ZS1C2X5K6J9文档编码:CA7T5M10O8D2 HX1N10N7J7P4
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