《8函数方程不等式导数(文).pdf》由会员分享，可在线阅读，更多相关《8函数方程不等式导数(文).pdf（12页珍藏版）》请在taowenge.com淘文阁网|工程机械CAD图纸|机械工程制图|CAD装配图下载|SolidWorks_CaTia_CAD_UG_PROE_设计图分享下载上搜索。
1、1/12 函数、导数、方程、不等式(文 一、基础解读：一）本专题以函数为主线，在重点巩固函数知识的基础上，同时理解方程函数思想的本质，形成应用函数的思维习惯.二）复习的步骤：1、利用回顾性练习复习函数基础知识；2、利用综合问题的求解掌握函数与导数、不等式、方程之间的内在联系，形成函数方程思想.三）函数方程思想：用变量来思考，建构起变量之间的关系建构函数），再用函数的性质定义域、值域、单调性、奇偶性、周期性等）、图象来分析、解决问题；函数方程思想体现了联系、变化的思想观念，常将静止的问题放到一个动态的过程中来考察.给定抛物线,是的焦点,过点的直线与相交于两点.设,若,求在轴上的截距的变化范围.例
2、题 3、在数列中，若对于一切的自然数，不等式恒成立，求实数的取值范围.文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ
3、1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO
4、3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码
5、:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1
6、HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6
7、ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档
8、编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M33/12 例题 4、已知正四棱锥的内切球半径为，则四棱锥的体积最小值为。例题 5、已知，证明 1）；2）例题 6、设方程和方程的根分别为，2，则的大小关系为。练习 1、已知函数，若函数在上是增函
9、数，求实数的取值范围；若函数在上存在单调递增区间，求实数的取值范围.练习 2、知关于的方程2=0有实数解，则实数的取值范围为。文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO
10、3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码
11、:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1
12、HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6
13、ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档
14、编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U
15、1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M34/12 练习 3、在平面直角坐标系中，过定点作直线与抛物线）相交于两点若点是点关于坐标原点的对称点，求面积的最小值；练习 4、证明：）.
16、练习 5、已知在正三棱锥中，则三棱锥的最大体积为。练习 6、设不等式的解集为.1）若，则实数的取值范围为2）若，则实数的取值范围为练习 7、若对任意实数，不等式恒成立，求实数的取值范围是.文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文
17、档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3
18、U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4
19、B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M
20、3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6
21、Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10
22、Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M35/12 练习 8、已知向量，动点到定直线的距离等于，并且满足，其中是坐标原
23、点，是参数，求动点的轨迹方程；如果动点的轨迹是一条圆锥曲线，其离心率满足，求的取值范围.练习 9、1）设，其中是实数，若在区间有意义，则的取值范围是.2）若不等式，在上恒成立，则实数的取值范围为.练习 10、已知方程有解，则实数的取值范围是.二、函数导数回顾性练习：一）选择题：1、已知的映射：，若集合，则映射下的象集为 ）A B C D2、函数的定义域为 ）文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P
24、5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4
25、B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D
26、10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U
27、5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4
28、S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H
29、8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T
30、7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M36/12 A B C D3、已知，则等于 ）A B C D4、函数的值域为）A BC D5、二次函数在上是减函数，则实数的取值范围是 ）A B C D6、设函数是减函数，且，下列函数中为增函数的是 ）A、B、C、D、7、若函数是定义在 R上的奇函数，则函数的图象关于 ）A、轴对称 B、轴对称 C、原点对称 D、以上均不对8、方程的解所在区间为B(1，2C(2，3D(3，+9、设是函数的反函数,若,则f(a+b的值为 1 (B2 (C3 (D10、若函数的图象经过第三、四象限，且存在反函数，则函数的图
31、象经过 ）A、第一、二象限B、第二、三象限 C、第三、四象限、第一、四象限11、已知是常数），在上有最大值 3，那么在上的最小值是 ）ABCD12、设，则 ）A B C D13、下列说法不正确的是 ）A函数是奇函数 B函数是偶函数C若，则D若，则14、在下列图象中，二次函数与指数函数的图象只可能是 ）文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z
32、4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5
33、M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B
34、6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D1
35、0Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5
36、P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S
37、4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8
38、D10Z4B6 ZO3T7U5P5M37/12 15、函数的最大值是 ）ABCD16、函数(0 a 的图象必不过 ）A第一象限 B第二象限 C第三象限 D第四象限17、若函数在区间上的最大值是最小值的3倍，则等于A B C D18、函数在区间 1,2上存在反函数的充要条件是）A、B、C、D、19、对于任意，有，则函数为 ）A B C D20、若二次函数的图象过原点，且它的导数的图象是经过第一、二、三象限的一条直线，则的图象顶点在 ）A第一象限 B第二象限 C第三象限 D第四象限21、函数的单调递减区间为 ）A B C D22、若函数的导函数的图象如图所示，则下列判断正确的是 ）A函数在区间上单
39、调递增B函数在区间上单调递减C函数在区间上单调递增文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6
40、 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文
41、档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3
42、U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4
43、B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M
44、3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6
45、Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M38/12 D当时，有极小值23、已知函数在区间上是减函数，那么 ）。A有最大值 B有最大值C有最小值 D有最小值设是定义在实数集R上的函数，且满足，如果，则。6、定义在上的奇函数，则常数_,_。7、定义在区间的奇函
46、数为增函数；偶函数在区间的图象与的图象重合。设，给出下列不等式：；其中成立的是填序号）8、函数的对称轴为，则。9、若函数，则 ）A、B、C、D、10、已知且，则的值一定A.大于零 B.等于零 C.小于零 D.正负都可能文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4
47、B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M
48、3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6
49、Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10
50、Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P5M3文档编码:CB4S4B6Q3U1 HZ1H8D10Z4B6 ZO3T7U5P