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1、【DOC】-高中数学人教版_必修五 _不等式 _知识点最完全精炼总结 _图文高中数学人教版 _必修五 _不等式 _知识点最完全精炼总结_图文2012.3.26 一.不等式1.两实数大小的比较a b a,b 0 a b a,b 0 a b a,b 0 2.不等式的性质:8 条性质.a2,b2 2ab a2,b 1(a,2 2b)2 a,b2 3.基 整式形式 ab 2 本不 a2,b2 ab 2 等式a,b 定理 根式形式2 ab a,b 2(a2,b2)分式形 b,a 2(a,b同号)ab 1 a 0 a 倒数形式 ,a 2 a 0 a,1 a,2 4.公式:2 a,ba,1,b,1 2 1
2、3.解不等式x (1)一元一次不等式 ax b(a 0)x(2)一元二次不等式:b (a 0)ab (a 0)2 文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q
3、5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5
4、S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10
5、R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F
6、9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7
7、Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P
8、10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2文档编码:CC7Z5S4N2Q3 HM9P10R9U7A3 ZR5R3F9Q5Z2一元二次不等式的求解流程:一化:化二次项前的系数为正数.二判:判断对应方程的根.三求:求对应方程的根.四画:画出对应函数的图象.五解集:根据图象写出不
9、等式的解集.(3)解分式不等式:高次不等式:f(x)0 f(x)g(x)0 g(x)f(x)f(x)g(x)0 0 g(x)0 g(x)(x,a1)(x,a2)(x,an)0 (4)解含参数的不等式:(1)(x 2)(ax 2)0 (2)x2 (a+a2)x+a30;(3)2x2+ax+2 0;注:解形如 ax2+bx+c0的不等式时分类讨论的标准有:1、讨论 a 与 0 的大小;2、讨论?与 0 的大小;3、讨论两根的大小;二、运用的数学思想:1、分类讨论的思想;2、数形结合的思想;3、等与不等的化归思想(4)含参不等式恒成立的问题:22x,(3,a例 1(已知关于 x 的不等式 )x,2
10、a,1 0 在(2，0)上恒成立，求实数a 的取值范围(例 2(关于 x 的不等式、函数 1 2、分离参数后用最值 3 、用图象y log2(,ax2,ax,1)文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F
11、3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I
12、6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10
13、F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3
14、G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5
15、D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W
16、7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5对所有
17、实数 x?R都成立，求 a 的取值范围.例 3.若对任意x x 0,2 a恒成立，x,3x,1 则 的取值范围.a (5)一元二次方程根的分布问题:方法:依据二次函数的图像特征从:开口方向、判别式、对称轴、函数值三个角度列出不等式组，总之都是转化为一元二次不等式组求解.二次方程根的分布问题的讨论 f(k)1(x 0 1 x2 k ,b k 2a 0 文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7
18、K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码
19、:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3
20、Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6
21、 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F
22、9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G
23、4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D
24、6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5f(k)02(k x1 x ,b k 2 a 0 3(x1 k x2 f(k)0 :4(k1 x1 x2 k2 5(x1 k1 k2 x2 x 文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3
25、Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6
26、 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F
27、9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G
28、4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D
29、6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7
30、K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码
31、:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5f(k1)0 f(k2)0 f(k1)0 0 f(k)0 2 k,b k12 2a 6(k1 x1 k2 x20,y0，且1x+9 y =1，求 x+y 的最小值.文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5
32、W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 H
33、T10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S
34、2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4
35、ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A
36、10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5
37、文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5文档编码:CY2F3Y5W7I6 HT10F9S2R3G4 ZG5D6A10W7K5