各地中考压轴题二次函数.pdf
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1、学习好资料欢迎下载如图,已知抛物线y12x2x4 交x轴的正半轴于点A,交y轴于点 B(1)求 A、B两点的坐标,并求直线AB的解析式;(2)设 P(x,y)(x0)是直线yx上的一点,Q是 OP的中点(O是原点),以 PQ为对角线作正方形PEQF,若正方形PEQF与直线 AB有公共点,求x的取值范围;(3)在(2)的条件下,记正方形PEQF 与 OAB公共部分的面积为S,求S关于x的函数解析式,并探究S的最大值24如图 1,已知梯形OABC,抛物线分别过点O(0,0)、A(2,0)、B(6,3)(1)直接写出抛物线的对称轴、解析式及顶点M 的坐标;(2)将图 1 中梯形 OABC的上下底边所
2、在的直线OA、CB以相同的速度同时向上平移,分别交抛物线于点O1、A1、C1、B1,得到如图2 的梯形 O1A1B1C1设梯形 O1A1B1C1的面积为 S,A1、B1的坐标分别为(x1,y1)、(x2,y2)用含 S的代数式表示2x1x,并求出当 S=36 时点 A1的坐标;(3)在图 1 中,设点 D 坐标为(1,3),动点 P从点 B出发,以每秒1 个单位长度的速度沿着线段 BC运动,动点 Q 从点 D 出发,以与点 P相同的速度沿着线段DM 运动P、Q 两点同时出发,当点Q 到达点 M 时,P、Q 两点同时停止运动设P、Q 两点的运动时间为t,是否存在某一时刻t,使得直线PQ、直线 A
3、B、x轴围成的三角形与直线 PQ、直线 AB、抛物线的对称轴围成的三角形相似?若存在,请求出t 的值;若不存在,请说明理由C B A O y x 图 1 D M 图 2 O1A1O y x B1C1D M 精品资料-欢迎下载-欢迎下载 名师归纳-第 1 页,共 36 页 -学习好资料欢迎下载26.(12 分)如图,已知抛物线cbxxy221与y轴相交于C,与x轴相交于A、B,点A的坐标为(2,0),点 C的坐标为(0,-1).(1)求抛物线的解析式;(2)点 E是线段 AC上一动点,过点E作 DE x 轴于点 D,连结 DC,当 DCE的面积最大时,求点D的坐标;(3)在直线BC上是否存在一点
4、P,使 ACP为等腰三角形,若存在,求点P 的坐标,若不存在,说明理由.ABCEDxyo题图26ABCxyo备用图精品资料-欢迎下载-欢迎下载 名师归纳-第 2 页,共 36 页 -文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M
5、3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4
6、ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M
7、3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4
8、ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M
9、3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4
10、ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3学习好资料欢迎下载(本小题满分14 分)已知抛物线yax2bxc经过A(4,3)、B(2,0)两点,当x=3和x=3 时,这条抛物线上对应点的纵坐标相等经过点C(0,2)的直线l
11、与 x轴平行,O为坐标原点(1)求直线AB和这条抛物线的解析式;(2)以A为圆心,AO为半径的圆记为A,判断直线l与A的位置关系,并说明理由;(3)设直线AB上的点D的横坐标为 1,P(m,n)是抛物线yax2bxc上的动点,当PDO的周长最小时,求四边形CODP的面积1 y x O(第 28 题)1 2 3 4 2 4 3 3 1 2 3 4 4 1 2 精品资料-欢迎下载-欢迎下载 名师归纳-第 3 页,共 36 页 -文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:C
12、G5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4
13、N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:C
14、G5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4
15、N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:C
16、G5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4
17、N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:C
18、G5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3学习好资料欢迎下载24(本题满分 l2 分)将直角边长为6 的等腰RtAOC放在如图所示的平面直角坐标系中,点O为坐标原点,点C、A分别在x、y轴的正半轴上,一条抛物线经过点A、C及点B(3,0)(1)求该抛物线的解析式;(2)若点P是线段BC上一动点,过点P作AB的平行线交AC于点E,连接AP,当APE的面积最大时,求点P的坐标;(3)在第一象限内的该抛物线上是否存在点G,使AGC的面积与(2)中APE的最大面积相等?若存在,请求出点G的坐标;若不存在,请说明理由yxCBOA24 题图精品资料-欢迎下载-欢迎下载 名师归纳-
19、第 4 页,共 36 页 -文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:C
20、G5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4
21、N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:C
22、G5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4
23、N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:C
24、G5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4
25、N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3文档编码:CG5M3O7O6U3 HK5B8C7F4N4 ZO8X2J9G8S3学习好资料欢迎下载24(本小题满分14 分)如图,在平面直角坐标系中放置一矩形ABCO,其顶点为A(0,1)、B(33,1)、C(33,0)、O(0,0)将此矩形沿着过E(3,1)、F(433,0)的直线EF向右下方翻折,B、C的对应点分别为B、C(1)求折痕所在直线EF的解析式;(2)一抛物线经过B、E、B三点,求此二次函数解析
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