书签分享收藏举报版权申诉 / 5

立即下载

当前位置：首页 > 教育专区 > 高考资料 > 2021年湖南省长沙市高二数学暑假作业28几何证明选讲、坐标系与参数方程、不等式选讲(1)理湘教版.pdf

2021年湖南省长沙市高二数学暑假作业28几何证明选讲、坐标系与参数方程、不等式选讲(1)理湘教版.pdf

上传人：H****o

文档编号：56684970

上传时间：2022-11-02

格式：PDF

页数：5

大小：195KB

( 4.5 )

《2021年湖南省长沙市高二数学暑假作业28几何证明选讲、坐标系与参数方程、不等式选讲(1)理湘教版.pdf》由会员分享，可在线阅读，更多相关《2021年湖南省长沙市高二数学暑假作业28几何证明选讲、坐标系与参数方程、不等式选讲(1)理湘教版.pdf（5页珍藏版）》请在淘文阁 - 分享文档赚钱的网站上搜索。

1、1/5 作业 28 几何证明选讲、坐标系与参数方程、不等式选讲（1）参考时量：60 分钟完成时间：月日一.选择题:1、在极坐标系中,圆的垂直于极轴的两条切线方程分别为（）A BC D2、极坐标方程表示的曲线为（）A一条射线和一个圆 B两条直线C一条直线和一个圆 D一个圆3、如图，四边形ABCD 是圆O 的内接四边形，延长AB 和DC 相交于点 P，若,则的值为()A BC D4、如图，AD，AE，BC分别与圆O切于点 D，E，F，延长 AF与圆 O交于另一点G。给出下列三个结论：AD+AE=AB+BC+CA；AF AG=AD AE AFB ADG 其中正确结论的序号是

2、ABCD5、设曲线的参数方程为（为参数），直线的方程为，则曲线上到直线距离为的点的个数为（）A、1 B、2 C、3 D、4|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 1 页，共 5 页2/5 6、在直角坐标系中,椭圆的参数方程为.在极坐标系(与直角坐标系取相同的长度单位,且以原点为极点,以轴正半轴为极轴)中,直线与圆的极坐标方程分别为与.若直线经过椭圆的焦点,且与圆相切,则椭圆的离心率为()A B C D二.填空题:7、如图,ABC为圆的内接三角形,BD为圆的弦,且BD/AC.过点A做圆的切线与DB的延长线交于点E,

3、AD与BC交于点F.若AB=AC,AE=6,BD=5,则线段CF的长为 _.8、在极坐标系（，）（0 2）中，曲线=与的交点的极坐标为_ _9、已知都是正数，则的最小值为10、若函数的最小值为3，则实数的值为三.解答题:11、如图,直线AB 为圆的切线,切点为B,点 C 在圆上,ABC 的角平分线BE 交圆于点E,DB垂直 BE交圆于 D.()证明:DB=DC；()设圆的半径为1,BC=,延长 CE交 AB于点 F,求BCF外接圆的半径.|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 2 页，共 5 页文档编码:CC2J4U3Z1T3 HJ5C4

4、A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档

5、编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4

6、A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档

7、编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4

8、A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档

9、编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4

10、A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S43/5 12、已知曲线的参数方程是,以坐标原点为极点,轴的正半轴为极轴建立坐标系,曲线的坐标系方程是,正方形的顶点都在上,且依逆时针次序排列,点的极坐标为()求点的直角坐标；()设为上任意一点,求的取值范围.13、已知函数=,=.()当=-2 时,求不等式-1,且当,)时,求的取值范围.|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 3 页，共 5 页

11、文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5

12、C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4

13、文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5

14、C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4

15、文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5

16、C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4

17、文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S44/5 作业 28 几何证明选讲、坐标系与参数方程、不等式选讲（1）参考答案1 6 BCDABC 7、8、9、10、或 8 11、()连结 DE,交 BC与点 G.由弦切角定理得,ABF=BCE,ABE=CBE,CBE=BCE,BE=CE,又DB BE,DE 是直径,DCE=,由勾股定理可得DB=DC.()由()知,CDE=BDE,BD=DC,故DG是 BC

18、的中垂线,BG=.设 DE中点为 O,连结 BO,则BOG=,ABE=BCE=CBE=,CF BF,RtBCF的外接圆半径等于.12、()点的极坐标为点的直角坐标为()设;则13、当=-2 时,不等式化为,设函数=,=,|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 4 页，共 5 页文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z

19、1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C

20、1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z

21、1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C

22、1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z

23、1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C

24、1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S45/5 其图像如图所示从图

25、像可知,当且仅当时,0,原不等式解集是.()当,)时,=,不等式化为,对,)都成立,故,即,的取值范围为(-1,.|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 5 页，共 5 页文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1

26、P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:C

27、C2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1

28、P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:C

29、C2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1

30、P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4文档编码:CC2J4U3Z1T3 HJ5C4A6G1P6 ZI9C1Z4K4S4

文档加载中……请稍候！
如果长时间未打开，您也可以点击刷新试试。

下载文档到电脑，查找使用更方便

4.3 金币

版权申诉 word格式文档无特别注明外均可编辑修改；预览文档经过压缩，下载后原文更清晰！ 立即下载

配套讲稿：: 如PPT文件的首页显示word图标，表示该PPT已包含配套word讲稿。双击word图标可打开word文档。
特殊限制：: 部分文档作品中含有的国旗、国徽等图片，仅作为作品整体效果示例展示，禁止商用。设计者仅对作品中独创性部分享有著作权。
关键词：: 2021 湖南省长沙市数学暑假作业 28 几何证明坐标系参数方程不等式理湘教版

淘文阁 - 分享文档赚钱的网站所有资源均是用户自行上传分享，仅供网友学习交流，未经上传用户书面授权，请勿作他用。

限制150内

关于本文

本文标题：2021年湖南省长沙市高二数学暑假作业28几何证明选讲、坐标系与参数方程、不等式选讲(1)理湘教版.pdf
链接地址：https://www.taowenge.com/p-56684970.html