(完整word版)圆锥曲线练习题(附答案).pdf

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1、圆锥曲线一、填空题1、对于曲线C1422kykx=1,给出下面四个命题:由线 C 不可能表示椭圆;当 1k4 时,曲线C 表示椭圆;若曲线C 表示双曲线,则k1 或 k4;若曲线C 表示焦点在x 轴上的椭圆,则1k25其中所有正确命题的序号为_.2、已知椭圆)0(12222babyax的两个焦点分别为21,FF,点 P 在椭圆上,且满足021PFPF,2tan21FPF,则该椭圆的离心率为3.若0m,点25,mP在 双 曲 线15422yx上,则 点P到 该 双 曲 线 左 焦 点 的 距 离为.4、已知圆22:6480Cxyxy以圆C与坐标轴的交点分别作为双曲线的一个焦点和顶点,则适合上述条

2、件的双曲线的标准方程为5、已知点 P 是抛物线24yx上的动点,点 P 在 y 轴上的射影是M,点 A 的坐标是(4,a),则当|a4 时,|PAPM的最小值是6.在ABCV中,7,cos18ABBCB若以A,B为焦点的椭圆经过点C,则该椭圆的离心率e7.已知ABC的顶点B-3,0、C3,0,E、F分别为AB、AC的中点,AB和AC边上的中线交于G,且5|GF|+|GE|=,则点G的轨迹方程为8.离心率35e,一条准线为x3 的椭圆的标准方程是.9.抛物线)0(42aaxy的焦点坐标是_;10 将抛物线)0()3(42ayax按向量v=(4,3)平移后所得抛物线的焦点坐标为.11、抛物线)0(

3、12mxmy的焦点坐标是.12.已知F1、F2是椭圆2222)10(ayax=1(5a10的两个焦点,B 是短轴的一个端点,则F1BF2的面积的最大值是13.设 O 是坐标原点,F 是抛物线)0(22ppxy的焦点,A 是抛物线上的一点,FA与 x轴正向的夹角为60,则|OA为 .14.在ABC中,ABBC,7cos18B若以AB,为焦点的椭圆经过点C,则该椭圆的离心率e二.解答题15、已知动点P 与平面上两定点(2,0),(2,0)AB连线的斜率的积为定值12.()试求动点P 的轨迹方程C.()设直线1:kxyl与曲线 C 交于 M、N 两点,当|MN|=324时,求直线l 的方程.16、已

4、知三点P(5,2)、1F(6,0)、2F(6,0)。()求以1F、2F 为焦点且过点P 的椭圆的标准方程;()设点P、1F、2F 关于直线yx 的对称点分别为P、1F、2F,求以1F、2F 为焦点且过点P的双曲线的标准方程.文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T

5、6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7

6、S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H

7、10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M

8、1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7

9、O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG

10、1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q617已知双曲线与椭圆1244922yx共

11、焦点,且以xy34为渐近线,求双曲线方程18椭圆的中心是原点O,它的短轴长为22,相应于焦点F(c,0)(0c)的准线l与 x 轴相交于点A,|OF|=2|FA|,过点 A 的直线与椭圆相交于P、Q 两点.()求椭圆的方程及离心率;()若0OQOP,求直线PQ 的方程;19已知椭圆的中心在原点O,焦点在坐标轴上,直线y=x+1 与该椭圆相交于P 和 Q,且OPOQ,|PQ|=210,求椭圆的方程20一炮弹在A 处的东偏北60的某处爆炸,在A 处测到爆炸信号的时间比在B 处早 4 秒,已知 A 在 B 的正东方、相距 6 千米,P 为爆炸地点,(该信号的传播速度为每秒1 千米)求 A、P 两地的

12、距离文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10

13、J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T

14、6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7

15、S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H

16、10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M

17、1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7

18、O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6参考答案1.答案:2.答案:353.答案:13/2 4.221412xy5.答案:291a6.3/8 7.答案:221(5)2516xyx8.答案:2291520 xy9.答案:(a,0)10.答案:)0,41(a11.答案:(0,4m)12.答案:93100

19、13.答案:p221文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编

20、码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z

21、8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1

22、 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文

23、档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S

24、9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3

25、W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q614.答案:3815、()解:设点(,)P x y,则依题意有1222yyxx,整理得.1222yx由于2x,所以求得的曲线C的方程为221(2).2xyx()由.04)21(:.1,122222kxxkykxyyx得消去解得 x1=0,x2=

26、212,(214xxkk分别为 M,N的横坐标)由,234|214|1|1|22212kkkxxkMN.1:k解得所以直线 l的方程 xy+1=0或 x+y1=0 16、解:(I)由题意,可设所求椭圆的标准方程为22ax+122by)0(ba,其半焦距6c。|221PFPFa56212112222,a53,93645222cab,故所求椭圆的标准方程为452x+192y;(II)点 P(5,2)、1F(6,0)、2F(6,0)关于直线 yx的对称点分别为:)5,2(P、1F(0,-6)、2F(0,6)设所求双曲线的标准方程为212ax-1212by)0,0(11ba,由题意知半焦距61c,|2

27、211FPFPa54212112222,1a52,162036212121acb,故所求双曲线的标准方程为202y-1162x。15(10分)解析:由椭圆1244922yx5c文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG

28、1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO

29、7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3

30、P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:

31、CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8

32、HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 Z

33、F3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6设双曲线方程为12222byax,则253422baab16922ba故所求双曲线方程为

34、116922yx16(12分)解析:(1)由已知由题意,可设椭圆的方程为)2(12222ayax.由已知得).(2,2222ccacca解得2,6ca所以椭圆的方程为12622yx,离心率36e.()解:由(1)可得 A(3,0).设直线 PQ的方程为)3(xky.由方程组)3(,12622xkyyx得062718)13(2222kxkxk依题意0)32(122k,得3636k.设),(),(2211yxQyxP,则13182221kkxx,136272221kkxx.由直线 PQ的方程得)3(),3(2211xkyxky.于是9)(3)3)(3(2121221221xxxxkxxkyy.0O

35、QOP,02121yyxx.由得152k,从而)36,36(55k.所以直线 PQ 的方程为035yx或035yx.OPQxyOPQxy17(12分)解析:设所求椭圆的方程为12222byax,依题意,点 P(11,yx)、Q(22,yx)的坐标满足方程组112222xybyax解之并整理得0)1(2)(222222baxaxba或0)1(2)(222222abybyba文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 Z

36、F3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编

37、码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z

38、8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1

39、 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文

40、档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S

41、9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3

42、W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6所以222212baaxx,222221)1(babaxx222212babyy,222221)1(baabyy由OP OQ02121yyxx22222baba又由|PQ|=2102212212)()(yyxxPQ=2521221212214)(4)(yyyyxxxx=2521221212214)(4)(yyyyxxxx=25由可得:048324bb32222bb或23222aa或故所求椭圆方程为123222yx,或122322yx18(12分)解析:以直线 AB为x轴,线段 AB的垂

43、直平分线为y轴,建立直角坐标系,则A(3,0)、B(3,0)3,5,2614|cbaPAPB15422yxP是双曲线右支上的一点OxyABPOxyABPP在A的东偏北 60方向,360tanA Pk线段 AP所在的直线方程为)3(3 xy文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8

44、 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1

45、ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档

46、编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9

47、Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W

48、1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6

49、文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6解方程组00)3(3154

50、22yxxyyx358yx得,即P点的坐标为(8,35)A、P两地的距离为22)350()83(AP=10(千米)文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S4Q6文档编码:CG1H10J7S9Z8 HO7M1T6J3W1 ZF3P7O7S

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